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	<title>AI News &#8211; Tekerlekli Sandalye Fiyatları</title>
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		<title>What is machine learning? Understanding types &#038; applications</title>
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		<dc:creator><![CDATA[omeryesiltas]]></dc:creator>
		<pubDate>Wed, 26 Feb 2025 07:02:56 +0000</pubDate>
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					<description><![CDATA[<p>What is Machine Learning? Emerj Artificial Intelligence Research The resulting function with rules and data structures is called the trained machine learning model. A machine learning algorithm is a mathematical method to find patterns in a set of data. Machine Learning algorithms are often drawn from statistics, calculus, and linear algebra. Some popular examples of</p>
<p>The post <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com/what-is-machine-learning-understanding-types/">What is machine learning? Understanding types &#038; applications</a> appeared first on <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com">Tekerlekli Sandalye Fiyatları</a>.</p>
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										<content:encoded><![CDATA[<p><h1>What is Machine Learning? Emerj Artificial Intelligence Research</h1>
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" width="303px" alt="ml definition"/></p>
<p><p>The resulting function with rules and data structures is called the trained machine learning model. A machine learning algorithm is a mathematical method to find patterns in a set of data. Machine Learning algorithms are often drawn from statistics, calculus, and linear algebra. Some popular examples of machine learning algorithms include linear regression, decision trees, random forest, and XGBoost.</p>
</p>
<p><p>Machine learning has made remarkable progress in recent years by revolutionizing many industries and enabling computers to perform tasks that were once the sole domain of humans. However, there are still many challenges that must be addressed to realize the potential of ML fully. Machine learning can analyze medical images, such as X-rays and MRIs, to diagnose diseases and identify abnormalities. This is an effective way of improving patient outcomes while reducing costs.</p>
</p>
<ul>
<li>How much money am I going to make next month in which district for one particular product?</li>
<li>References and related researcher interviews are included at the end of this article for further digging.</li>
<li>The machine relies on 3D vision and pauses after each meter of movement to process its surroundings.</li>
<li>Etsy is a big online store that sells handmade items, personalized gifts, and digital creations.</li>
</ul>
<p><p>The most common application is Facial Recognition, and the simplest example of this application is the iPhone. There are a lot of use-cases of facial recognition, mostly for security purposes like identifying criminals, searching for missing individuals, aid forensic investigations, etc. Intelligent marketing, diagnose diseases, track attendance in schools, are some other uses. A functor is a function from structures to structures; that is, a functor accepts one or more arguments, which are usually structures of a given signature, and produces a structure as its result. A structure is a module; it consists of a collection of types, exceptions, values and structures (called substructures) packaged together into a logical unit.</p>
</p>
<p><h2>Unsupervised learning:</h2>
</p>
<p><p>The purpose of this article is to provide a business-minded reader with expert perspective on how machine learning is defined, and how it works. Machine learning and artificial intelligence share the same definition in the minds of many however, there are some distinct differences readers should recognize as well. References and related researcher interviews are included at the end of this article for further digging. An MLOps automates the operational and synchronization aspects of the machine learning lifecycle. This approach involves providing a computer with training data, which it analyzes to develop a rule for filtering out unnecessary information. The idea is that this data is to a computer what prior experience is to a human being.</p>
</p>
<p><p>We’ll also discuss the advantages it brings to businesses and the considerations that decision-makers must keep in mind when considering its integration into their strategies. Interpretable ML techniques aim to make a model&#8217;s decision-making process clearer and more transparent. Philosophically, the prospect of machines processing vast amounts of data challenges humans&#8217; understanding of our intelligence and our role in interpreting and acting on complex information. Practically, it raises important ethical considerations about the decisions made by advanced ML models. Transparency and explainability in ML training and decision-making, as well as these models&#8217; effects on employment and societal structures, are areas for ongoing oversight and discussion.</p>
</p>
<p><p>Wearable devices will be able to analyze health data in real-time and provide personalized diagnosis and treatment specific to an individual’s needs. In critical cases, the wearable sensors will also be able to suggest a series of health tests based on health data. Similarly, LinkedIn knows when you should apply for your next role, whom you need to connect <a href="https://chat.openai.com/">https://chat.openai.com/</a> with, and how your skills rank compared to peers. This algorithm is used to&nbsp;predict numerical values, based on a&nbsp;linear relationship between different values. For example, the technique could be used to predict house prices based on historical data for the area. Fortunately, Zendesk offers a powerhouse AI solution with a low barrier to entry.</p>
</p>
<ul>
<li>Semi-supervised Learning is a fundamental concept in machine learning and artificial intelligence that combines supervised and unsupervised learning techniques.</li>
<li>Data from the training set can be as varied as a corpus of text, a collection of images, sensor data, and data collected from individual users of a service.</li>
<li>Instead of starting with a focus on technology, businesses should start with a focus on a business problem or customer need that could be met with machine learning.</li>
<li>But algorithm selection also depends on the size and type of data you’re working with, the insights you want to get from the data, and how those insights will be used.</li>
</ul>
<p><p>A device is made to predict the outcome using the test dataset in subsequent phases. Reinforcement machine learning is a machine&nbsp;learning model that is similar to supervised learning, but the algorithm isn’t trained using sample data. A sequence of successful outcomes will be reinforced to develop the best recommendation or policy for a given problem. Deep learning and neural networks are credited with accelerating progress in areas such as computer vision, natural language processing, and speech recognition.</p>
</p>
<p><p>Computers no longer have to rely on billions of lines of code to carry out calculations. Machine learning gives computers the power of tacit knowledge that allows these machines to make connections, discover patterns and  make predictions based on what it learned in the past. Machine learning’s use of tacit knowledge has made it a go-to technology for almost every industry from fintech to weather and government.</p>
</p>
<p><h2>Categorizing based on Required Output</h2>
</p>
<p><p>The machine learning process begins with observations or data, such as examples, direct experience or instruction. It looks for patterns in data so it can later make inferences based on the examples provided. The primary aim of ML is to allow computers to learn autonomously without human intervention or assistance and adjust actions accordingly. Similar to how the human brain gains knowledge and understanding, machine learning relies on input, such as training data or knowledge graphs, to understand entities, domains and the connections between them.</p>
</p>
<p><p>The agent learns automatically with these feedbacks and improves its performance. In reinforcement learning, the agent interacts with the environment and explores it. The goal of an agent is to get the most reward points, and hence, it improves its performance. Machine learning is an application of AI that enables systems to learn and improve from experience without being explicitly programmed. Machine learning focuses on developing computer programs that can access data and use it to learn for themselves. This optimization algorithm reduces a neural network&#8217;s cost function, which is a measure of the size of the error the network produces when its actual output deviates from its intended output.</p>
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<p><p>In the real world, we are surrounded by humans who can learn everything from their experiences with their learning capability, and we have computers or machines which work on our instructions. But can a machine also learn from experiences or past data like a human does? These <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> algorithms combine multiple unrelated decision trees of data, organizing and labeling data using regression and classification methods. A linear regression algorithm is a supervised algorithm used to predict continuous numerical values that fluctuate or change over time.</p>
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<p><p>The abundance of data humans create can also be used to further train and fine-tune ML models, accelerating advances in ML. This continuous learning loop underpins today&#8217;s most advanced AI systems, with profound implications. Still, most organizations are embracing machine learning, either directly or through ML-infused products. According to a 2024 report from Rackspace Technology, AI spending in 2024 is expected to more than double compared with 2023, and 86% of companies surveyed reported seeing gains from AI adoption. Companies reported using the technology to enhance customer experience (53%), innovate in product design (49%) and support human resources (47%), among other applications.</p>
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<h3>4 popular machine learning certificates to get in 2024 &#8211; TechTarget</h3>
<p>4 popular machine learning certificates to get in 2024.</p>
<p>Posted: Tue, 11 Jun 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMirAFBVV95cUxPaS1GVW82ZEk5OGlWczE3VDNsVkQ0T05yeWVqX1h6eGlrRi16a0EzRGtWMFVZd1ZZMHd2cGk2VXZ5YkNDdFhIUWJ2UHRHeFo3YTBUR19UMTd4X0stdllnUWxObmR6TENfSGd0OEM5SjBoZUxIbE1ob2cwN2JGVFR1aVJwVkFoQmcwVVgyUHRLSW95aUlpRk5IWm14T2ttOTBRUXlKSTdXb3NwVjhv?oc=5' rel="nofollow">source</a>]</p>
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<p><p>Machine learning methods enable computers to operate autonomously without explicit programming. ML applications are fed with new data, and they can independently learn, grow, develop, and adapt. UC&nbsp;Berkeley&nbsp;(link resides outside ibm.com)&nbsp;breaks out the learning system of a machine learning algorithm into three main parts.</p>
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<p><p>Machine learning has also been an asset in predicting customer trends and behaviors. These machines look holistically at individual purchases to determine what types of items are selling and what items will be selling in the future. Additionally, a system could look at individual purchases to send you future coupons. Supervised learning involves mathematical models of data that contain both input and output information.</p>
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<p><p>Plus, you also have the flexibility to choose a combination of approaches, use different classifiers and features to see which arrangement works best for your data. Sometimes developers will synthesize data from a machine learning model, while data scientists will contribute to developing solutions for the end user. Collaboration between these two disciplines can make ML projects <a href="https://www.metadialog.com/blog/machine-learning-definition/">ml definition</a> more valuable and useful. MLOps is a useful approach for the creation and quality of machine learning and AI solutions. “Deep learning” becomes a term coined by Geoffrey Hinton, a long-time computer scientist and researcher in the field of AI. He applies the term to the algorithms that enable computers to recognize specific objects when analyzing text and images.</p>
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<p><h2>Reinforcement learning</h2>
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<p><p>Technological singularity is also referred to as strong AI or superintelligence. It’s unrealistic to think that a driverless car would never have an accident, but who is responsible and liable under those circumstances? Should we still develop autonomous vehicles, or do we limit this technology to semi-autonomous vehicles which help people drive safely? The jury is still out on this, but these are the types of ethical debates that are occurring as new, innovative AI technology develops. A deep neural network can “think” better when it has this level of context. For example, a maps app powered by an RNN can “remember” when traffic tends to get worse.</p>
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<p><p>We make use of machine learning in our day-to-day life more than we know it. Supervised learning&nbsp;is a class of problems that uses a model to learn the mapping between the input and target variables. Applications consisting of the training data describing the various input variables and the target variable are known as supervised learning tasks. To quickly calculate and visualize accuracy, precision, and recall for your machine learning models, you can use Evidently, an open-source Python library that helps evaluate, test, and monitor ML models in production. For all of its shortcomings, machine learning is still critical to the success of AI.</p>
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<p><p>You can foun additiona information about <a href="https://www.downloadsource.net/how-to-use-metadialog-ai-in-fintech-to-optimize-your-cx/n/23524/">ai customer service</a> and artificial intelligence and NLP. For example, if a cell phone company wants to optimize the locations where they build cell phone towers, they can use machine learning to estimate the number of clusters of people relying on their towers. A phone can only talk to one tower at a time, so the team uses clustering algorithms to design the best placement of cell towers to optimize signal reception for groups, or clusters, of their customers. To succeed at an enterprise level, machine learning needs to be part of a comprehensive platform that helps organizations simplify operations and deploy models at scale. The right solution will enable organizations to centralize all data science work in a collaborative platform and accelerate the use and management of open source tools, frameworks, and infrastructure. Machine learning offers tremendous potential to help organizations derive business value from the wealth of data available today.</p>
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<p><p>If you have questions about artificial intelligence, machine learning, or other digital health topics, ask a question about digital health regulatory policies. The reinforcement learning method is a trial-and-error approach that allows a model to learn using feedback. The Trend Micro™ XGen page provides a complete list of security solutions that use an effective blend of threat defense techniques — including machine learning.</p>
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<p><p>Furthermore, attempting to use it as a blanket solution i.e. “BLANK”&nbsp;is not a useful exercise; instead, coming to the table with a problem or objective is often best driven by&nbsp;a more specific question – “BLANK”. Machine Learning is the science of getting computers to learn as well as humans do or better. At Emerj, the AI Research and Advisory Company, many of our enterprise clients feel as though they should be investing in machine learning projects, but they don’t have a strong grasp of what it is.</p>
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" width="306px" alt="ml definition"/></p>
<p><p>Features are specific attributes or properties that influence the prediction, serving as the building blocks of machine learning models. Imagine you’re trying to predict whether someone will buy a house based on available data. Some features that might influence this prediction include income, credit score, loan amount, and years employed.</p>
</p>
<p><p>For instance, ML engineers could create a new feature called “debt-to-income ratio” by dividing the loan amount by the income. This new feature could be even more predictive of someone’s likelihood to buy a house than the original features on their own. The more relevant the features are, the more effective the model will be at identifying patterns and relationships that are important for making accurate predictions.</p>
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<p><p>Moreover, games such as DeepMind’s AlphaGo explore deep learning to be played at an expert level with minimal effort. Moreover, the travel industry uses machine learning to analyze user reviews. User comments are classified through sentiment analysis based on positive or negative scores. This is used for campaign monitoring, brand monitoring, compliance monitoring, etc., by companies in the travel industry. Moreover, data mining methods help cyber-surveillance systems zero in on warning signs of fraudulent activities, subsequently neutralizing them. Several financial institutes have already partnered with tech companies to leverage the benefits of machine learning.</p>
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<p><p>We may think of a scenario where a bank dataset is improper, as an example of this type of inaccuracy. The underestimation of the improperly trained data could lead to a consumer being incorrectly branded as a defaulter. Furthermore, data collection from survey forms can be time-consuming and prone to discrepancies that could mislead the analysis. It is hard to deal with this difference in data, and it may hurt the program as a whole. Because of these limitations, collecting the necessary data to implement these algorithms in the real world is a significant barrier to entry.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="ml definition"/></p>
<p><p>However, deeper insight into these end-to-end deep learning models — including the percentage of easily detected unknown malware samples — is difficult to obtain due to confidentiality reasons. Machine learning algorithms enable organizations to cluster and analyze vast amounts of data with minimal effort. But it’s not a one-way street — Machine learning needs big data for it to make more definitive predictions.</p>
</p>
<p><p>Machine learning techniques include both unsupervised and supervised learning. Machine learning research is part of research on artificial intelligence, seeking to provide knowledge to computers through data, observations and interacting with the world. That acquired knowledge allows computers to correctly generalize to new settings.</p>
</p>
<p><p>As machine learning evolves, the importance of explainable, transparent models will only grow, particularly in industries with heavy compliance burdens, such as banking and insurance. ML requires costly software, hardware and data management infrastructure, and ML projects are typically driven by data scientists and engineers who command high salaries. Clean and label the data, including replacing incorrect or missing data, reducing noise and removing ambiguity. This stage can also include enhancing and augmenting data and anonymizing personal data, depending on the data set. Determine what data is necessary to build the model and assess its readiness for model ingestion.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="ml definition"/></p>
<p><p>These algorithms help in building intelligent systems that can learn from their past experiences and historical data to give accurate results. Many industries are thus applying ML solutions to their business problems, or to create new and better products and services. Healthcare, defense, financial services, marketing, and security services, among others, make use of ML. While it is possible for an algorithm or hypothesis to fit well to a training set, it might fail when applied to another set of data outside of the training set. Therefore, It is essential to figure out if the algorithm is fit for new data. Also, generalisation refers to how well the model predicts outcomes for a new set of data.</p>
</p>
<p><p>However, real-world data such as images, video, and sensory data has not yielded attempts to algorithmically define specific features. An alternative is to discover such features or representations through examination, without relying on explicit algorithms. Although not all machine learning is statistically based, computational statistics is an important source of the field&#8217;s methods. For example, consider an input dataset of images of a fruit-filled container.</p>
</p>
<p><p>Big data is being harnessed by enterprises big and small to better understand operational and marketing intelligences, for example, that aid in more well-informed business decisions. However, because the data is gargantuan in nature, it is impossible to process and analyze it using traditional methods. Both machine learning techniques are geared towards noise cancellation, which reduces false positives at different layers.</p>
</p>
<p><p>Machine learning plays a central role in the development of artificial intelligence (AI), deep learning, and neural networks—all of which involve machine learning’s pattern- recognition capabilities. An effective churn model uses machine learning algorithms to provide insight into everything from churn risk scores for individual customers to churn drivers, ranked by importance. Deep-learning systems have made great gains over the past decade in domains like bject detection and recognition, text-to-speech, information retrieval and others. The fundamental goal of machine learning algorithms is to&nbsp;generalize beyond the training samples i.e. successfully interpret data that it has never  ‘seen’ before. MLOps is a set of engineering practices specific to machine learning projects that borrow from the more widely-adopted DevOps principles in software engineering. While DevOps brings a rapid, continuously iterative approach to shipping applications, MLOps borrows the same principles to take machine learning models to production.</p>
</p>
<p><p>To be successful in nearly any industry, organizations must be able to transform their data into actionable insight. Artificial Intelligence and machine learning give organizations the advantage of automating a variety of manual processes involving data and decision making. Reinforcement learning is a feedback-based learning method, in which a learning agent gets a reward for each right action and gets a penalty for each wrong action.</p>
</p>
<p><p>From filtering your inbox to diagnosing diseases, machine learning is making a significant impact on various aspects of our lives. Recommendation engines can analyze past datasets and then make recommendations accordingly. A regression model uses a set of data to predict what will happen in the future. Computer scientists at Google’s X lab design an artificial brain featuring a neural network of 16,000 computer processors.</p>
</p>
<p><p>Some&nbsp;research&nbsp;(link resides outside ibm.com)4&nbsp;shows that the combination of distributed responsibility and a lack of foresight into potential consequences aren’t conducive to preventing harm to society. The system&nbsp;used reinforcement learning&nbsp;to learn when to attempt an answer (or question, as it were), which square to select on the board, and how much to wager—especially on daily doubles. All of these tools are beneficial to customer service teams and can improve agent capacity. MLPs can be used to classify images, recognize speech, solve regression problems, and more. This technique enables it to recognize speech and images, and DL has made a lasting impact on fields such as healthcare, finance, retail, logistics, and robotics. Together, ML and DL can power AI-driven tools that push the boundaries of innovation.</p>
</p>
<p><p>Machine learning has come a long way, and its applications impact the daily lives of nearly everyone, especially those concerned with cybersecurity. &#8220;By embedding machine learning, finance can work faster and smarter, and pick up where the machine left off,&#8221; Clayton says. Alibaba, a Chinese e-commerce giant, has capitalized considerably in seven ML research laboratories.</p></p>
<p>The post <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com/what-is-machine-learning-understanding-types/">What is machine learning? Understanding types &#038; applications</a> appeared first on <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com">Tekerlekli Sandalye Fiyatları</a>.</p>
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		<title>What Is NLP Chatbot A Guide to Natural Language Processing</title>
		<link>https://tekerleklisandalyefiyatlari.com/what-is-nlp-chatbot-a-guide-to-natural-language/</link>
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		<dc:creator><![CDATA[omeryesiltas]]></dc:creator>
		<pubDate>Wed, 26 Feb 2025 07:02:50 +0000</pubDate>
				<category><![CDATA[AI News]]></category>
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					<description><![CDATA[<p>How to Build a Chatbot using Natural Language Processing? Firstly, it is important to define the purpose and scope of the chatbot. Understanding its intended use and the target audience will help in creating appropriate conversational flows and responses. User personas and scenarios can be developed to anticipate various user needs and preferences. Next, the</p>
<p>The post <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com/what-is-nlp-chatbot-a-guide-to-natural-language/">What Is NLP Chatbot A Guide to Natural Language Processing</a> appeared first on <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com">Tekerlekli Sandalye Fiyatları</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1>How to Build a Chatbot using Natural Language Processing?</h1>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2022/06/examples-of-nlp-1.webp" width="305px" alt="chatbot nlp machine learning"/></p>
<p>Firstly, it is important to define the purpose and scope of the chatbot. Understanding its intended use and the target audience will help in creating appropriate conversational flows and responses. User personas and scenarios can be developed to anticipate various user needs and preferences. Next, the chatbot&#8217;s personality and tone should be carefully considered. This includes selecting a name, visual design, and writing style that aligns with the brand or purpose it represents.</p>
<p>Before jumping into the coding section, first, we need to understand some design concepts. Since we are going to develop a deep learning based model, we need data to train our model. But we are not going to gather or download any large dataset since this is a simple chatbot.</p>
<p>The vast majority of production systems today are retrieval-based, or a combination of retrieval-based and generative. Generative models are an active area of research, but we’re not quite there yet. If you want to build a conversational agent today your best bet is most likely a retrieval-based model.</p>
<p>Here, y is a list of our predictions sorted by score in descending order, and y_test is the actual label. For example, a y of [0,3,1,2,5,6,4,7,8,9] Would mean that the utterance number 0 got the highest score, and utterance 9 got the lowest score. Remember that we have 10 utterances for each test example, and the first one (index 0) is always the correct one because the utterance column comes before the distractor columns in our data. Over the past few months I have been collecting the best resources on NLP and how to apply NLP and Deep Learning to Chatbots. When encountering a task that has not been written in its code, the bot will not be able to perform it.</p>
<p>This, on top of quick response times and 24/7 support, boosts customer satisfaction with your business. Chatbots that use NLP technology can understand your visitors better and answer questions in a matter of seconds. This helps you keep your audience engaged and happy, which can increase your sales in the long run. The ability to improve makes an NLP chatbot better at understanding different ways to formulate questions or intent.</p>
<p>To help illustrate the distinctions, imagine that a user is curious about tomorrow’s weather. With a traditional chatbot, the user can use the specific phrase “tell me the weather forecast.” The chatbot says it will rain. With an AI chatbot, the user can ask, “What’s tomorrow’s weather lookin’ like? With a virtual agent, the user can ask, “What’s tomorrow’s weather lookin’ like?</p>
<p>A systematic review approach should be employed if the review’s primary goal is to assess and compile data showing how a certain criterion has an impact [59]. Companies such as DB Dialog and DB Steel, BBank of Scotland, Staples, Workday all use IBM Watson Assistant as their conversational AI platform. Like Dialogflow, Lex has its own set of terminologies such as intents, slots, fulfilments, and more. Dialogflow can be integrated with GCP and AutoML to improve training and NLP accuracy. When it comes to the financial implications of incorporating an NLP chatbot, several factors contribute to the overall cost and potential return on investment (ROI).</p>
<h2>How NLP enhances chatbots</h2>
<p>For example, one of the most widely used NLP chatbot development platforms is Google’s Dialogflow which connects to the Google Cloud Platform. Lack of a conversation ender can easily become an issue and you would be surprised how many NLB chatbots actually don’t have one. You can decide to stay hung up on nomenclature or create a chatbot capable of completing tasks, achieving goals and delivering results.Being obsessed with the purity of AI bot experience is just not good for business. There are many who will argue that a chatbot not using AI and natural language isn’t even a chatbot but just a mare auto-response sequence on a messaging-like interface. Naturally, predicting what you will type in a business email is significantly simpler than understanding and responding to a conversation.</p>
<ul>
<li>Together, these technologies create the smart voice assistants and chatbots we use daily.</li>
<li>It then searches its database for an appropriate response and answers in a language that a human user can understand.</li>
<li>Customers will become accustomed to the advanced, natural conversations offered through these services.</li>
</ul>
<p>Here are three key terms that will help you understand NLP chatbots, AI, and automation. It is preferable to use the Twilio platform as a basic channel if you want to build NLP chatbot. Telegram, Viber, or Hangouts, on the other hand, are the best channels to use for constructing text chatbots. While pursuing chatbot development using NLP, your goal should be to create one that requires little or no human interaction.</p>
<h2>How Much Does it Cost to Develop A Chatbot?</h2>
<p>Before delving into chatbot creation, it&#8217;s crucial to set up your development environment. A straightforward pip command ensures the download and installation of the necessary packages, while rasa init initiates the creation of your Rasa project, allowing customization of project name and location. IBM Watson Assistant also has features like Spring Expression Language, slot, digressions, or content catalog. To build with Watson Assistant, you will have to create a free IBM Cloud account, and then add the Watson Assistant resource to your service package.</p>
<p>For the NLP to produce a human-friendly narrative, the format of the content must be outlined be it through rules-based workflows, templates, or intent-driven approaches. In other words, the bot must have something to work with in order to create that output. Chatbot, too, needs to have an interface compatible with the ways humans receive and share information with communication. Following the logic of classification, whenever the NLP algorithm classifies the intent and entities needed to fulfil it, the system (or bot) is able to “understand” and so provide an action or a quick response. Natural language is the language humans use to communicate with one another. On the other hand, programming language was developed so humans can tell machines what to do in a way machines can understand.</p>
<p>Metrics such as average session duration, number of messages exchanged per session, and user retention rate can provide insights into how well the chatbot is engaging and retaining users. By conducting thorough evaluations using these metrics, developers can gain valuable insights into the strengths and weaknesses of a chatbot. This information can be used to enhance the chatbot&#8217;s performance and provide a more satisfying user experience. Machine learning plays a vital role in enhancing the conversational abilities of chatbots, allowing them to provide better and more accurate responses to user queries. By harnessing the power of data and intelligent algorithms, chatbots can continually evolve and deliver an engaging user experience.</p>
<p>When I started my ML journey, a friend asked me to build a chatbot for her business. Lots of failed attempts later, someone told me to check ML platforms with chatbot building services. Due to a wide variety of reliable libraries,&nbsp;Ruby is considered a good choice for building a chatbot.</p>
<p>A friendly and approachable personality can enhance user engagement and build trust. Designing the conversation flow involves mapping out possible user inputs and crafting corresponding chatbot responses. This design should prioritize simplicity, ensuring that users can easily navigate through the conversation and achieve their goals. The use of buttons, quick replies, and suggested actions can help guide users and expedite their interactions. Images, icons, or even gifs can be included to illustrate concepts, showcase products, or provide helpful visual cues throughout the conversation. Using artificial intelligence, particularly natural language processing (NLP), these chatbots understand and respond to user queries in a natural, human-like manner.</p>
<p>One of the best aspects of a chatbot is that it can easily be deployed across any platform or messaging channel. If you want a platform that doesn’t limit the possibilities of your chatbot, look for an enterprise chatbot platform that has open standards and an extensible stack. Don&#8217;t waste your time focusing on use cases that are highly unlikely to occur any time soon. You can come back to those when your bot is popular and the probability of that corner case taking place is more significant.</p>
<p>Since our model was trained on a bag-of-words, it is expecting a bag-of-words as the input from the user. Now, we have a group of intents and the aim of our chatbot will be to receive a message and figure out what the intent behind it is. This ChatBot utilizes intents, which you can consider the “script” for the ChatBot. Since it’s closed domain and task oriented, we have to tell the bot what domain we are in and what task to complete.</p>
<p>The approach is founded on the establishment of defined objectives and an understanding of the target audience. Training chatbots with different datasets improves their capacity for adaptation and proficiency in understanding user inquiries. Highlighting user-friendly design as well as effortless operation leads to increased engagement and happiness. The addition of data analytics allows for continual performance optimisation and modification of the chatbot over time. To maintain trust and regulatory compliance, moral considerations as well as privacy concerns must be actively addressed.</p>
<p>You can foun additiona information about <a href="https://www.inferse.com/854199/elevate-customer-support-with-cutting-edge-conversational-ai/">ai customer service</a> and artificial intelligence and NLP. Building an AI chatbot with NLP in Python can seem like a complex endeavour, but with the right approach, it&#8217;s within your reach. Natural Language Processing, or NLP, allows your chatbot to understand and interpret human language, enabling it to communicate effectively. Python&#8217;s vast ecosystem offers various libraries like SpaCy, NLTK, <a href="https://chat.openai.com/">https://chat.openai.com/</a> and TensorFlow, which facilitate the creation of language understanding models. These tools enable your chatbot to perform tasks such as recognising user intent and extracting information from sentences. You can integrate your&nbsp;Python chatbot&nbsp;into websites, applications, or messaging platforms, depending on your audience&#8217;s needs.</p>
<p>In this article, we will learn more about the workings of chatbots and machine learning algorithms used in AI chatbots. At TARS we believe in making these cutting-edge technologies accessible to everyone. Our AI-chatbot-generator tool – Tars Prime – can help anyone create AI chatbots within minutes. These chatbots are backed by machine learning and grow more intelligent with every interaction. Square 2, questions are asked and the Chatbot has smart machine technology that generates responses.</p>
<p>With these steps, anyone can implement their own chatbot relevant to any domain. In this blog, we will go through the step by step process of creating simple conversational AI chatbots using Python &amp; NLP. The SLR’s goal is to assess and analyze primary studies on NLP techniques for automating customer query responses. While the data is logically valid, it is mostly concerned with the context of certain research questions.  Numerous variables could have had an impact on the study’s accuracy such as data extraction process and studies focus. Five major scientific databases were searched at in order to retrieve the relevant studies.</p>
<p>NLP mimics human conversation by analyzing human text and audio inputs and then converting these signals into logical forms that machines can understand. Conversational AI techniques like speech recognition also allow NLP chatbots to understand language inputs used to inform responses. Generative AI significantly enhances NLP chatbots by allowing <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> them to provide personalized responses based on the user’s context, handle a broader range of queries, and deliver more accurate and relevant information. Additionally, generative AI continuously learns from each interaction, improving its performance over time, resulting in a more efficient, responsive, and adaptive chatbot experience.</p>
<p>This paper proposes a method for developing a chatbot based on deep neural network. The data is learned and processed using a neural network layered with multiple layers. The novelty of the proposed model is that, the bot can be trained on any input data based on the user’s needs and requirements, meaning that it was a generalized one. The process of transforming spoken or written language from one language to another is called language translation. In customer query response, language translation can be used to automate the process of providing answers to customer queries in a diverse range of languages, which is useful in customer care and support.</p>
<p>In the health industries, AI algorithms are used by medical chatbots to analyze and understand customer queries and respond appropriately to them [15, 64, 65]. Chatbots are becoming more popular and useful in various domains, such as customer service, education, and entertainment. However, creating a chatbot that can engage users in natural and coherent conversations is not an easy task.</p>
<p>This includes importing nltk for various NLP tasks, re for regular expressions, and specific components from NLTK such as Chat and reflections which are used to create the chatbot’s conversational abilities. AI chatbots are commonly used in social media messaging apps, standalone messaging platforms, proprietary websites and apps, and even on phone calls (where they are also known as integrated voice response, or IVR). Users can be apprehensive about sharing personal or sensitive information, especially when they realize that they are conversing with a machine instead of a human.</p>
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" width="306px" alt="chatbot nlp machine learning"/></p>
<p>NLP techniques are helping companies connect with their customers better, understand how they feel, and improve customer satisfaction across the board. The availability of automated customer service is not affected by schedules or locations. This allows businesses to provide ongoing customer care so that problems can be resolved as soon as they emerge. Furthermore, it shows that the business is focused on providing service to customers, which is an asset for the general reputation of the brand and trust [80, 111]. Natural language processing is a specialized subset of artificial intelligence that zeroes in on understanding, interpreting, and generating human language.</p>
<p>The only way for a rule-based chatbot to improve is for a programmer to add more rules. Learn everything you need to know about NLP chatbots, including how they differ from rule-based chatbots, use cases, and how to build a custom NLP chatbot. Generally, the “understanding” of the natural language (NLU) happens through the analysis of the text or speech input using a hierarchy of classification models. As a cue, we give the chatbot the ability to recognize its name and use that as a marker to capture the following speech and respond to it accordingly. This is done to make sure that the chatbot doesn’t respond to everything that the humans are saying within its ‘hearing’ range. In simpler words, you wouldn’t want your chatbot to always listen in and partake in every single conversation.</p>
<p>This guarantees that it adheres to your values and upholds your mission statement. If you’re creating a custom NLP chatbot for your business, keep these chatbot best practices in mind. The chatbot then accesses your inventory list to determine what’s in stock.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="chatbot nlp machine learning"/></p>
<p>As a part of this, choosing right NLP Engine is a very crucial point because it really depends on organizational priorities and intentions. Often developers and businesses are getting confused on which NLP to choose. The choice between cloud and in-house is a decision that would be influenced by what features the business needs.</p>
<p>After the ai chatbot hears its name, it will formulate a response accordingly and say something back. Here, we will be using GTTS or Google Text to Speech library to save mp3 files on the file system which can be easily played back. Artificial intelligence has transformed business as we know it, particularly CX. Discover how you can use AI to enhance productivity, lower costs, and create better experiences for customers. With AI agents from Zendesk, you can automate more than 80 percent of your customer interactions. Next, we vectorize our text data corpus by using the “Tokenizer” class and it allows us to limit our vocabulary size up to some defined number.</p>
<p>You can now reference the tags to specific questions and answers in your data and train the model to use those tags to narrow down the best response to a user’s question. Tokenization is the process of dividing text into a set of meaningful pieces, such as words or letters, and these pieces are called tokens. This is an important step in building a chatbot as it ensures that the chatbot is able to recognize meaningful tokens. In this guide, we’ll walk you through how you can use Labelbox to create and train a chatbot. For the particular use case below, we wanted to train our chatbot to identify and answer specific customer questions with the appropriate answer. Language input can be a pain point for&nbsp;conversational AI, whether the input is text or voice.</p>
<p>NLP chatbots have become more widespread as they deliver superior service and customer convenience. The difference between NLP and chatbots is that natural language processing is one of the components that is used in chatbots. NLP is the technology that allows bots to communicate with people using natural language. As you can see, setting up your own NLP chatbots is relatively easy if you allow a chatbot service to do all the heavy lifting for you.</p>
<p>Technical Customer Support or Shopping Assistants are examples of closed domain problems. These systems don’t need to be able to talk about politics, they just need to fulfill their specific task as efficiently as possible. Sure, users can still take the conversation anywhere they want, but the system isn’t required to handle all these cases — and the users don’t expect it to.</p>
<p>How can you make your chatbot understand intents in order to make users feel like it knows what they want and provide accurate responses. If you are interested in developing chatbots, you can find out that there are a lot of powerful bot development frameworks, tools, and platforms that can use to implement intelligent chatbot solutions. How about developing a simple, intelligent chatbot from scratch using deep learning rather than using any bot development framework or any other platform. In this tutorial, you can learn how to develop an end-to-end domain-specific intelligent chatbot solution using deep learning with Keras.</p>
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<h3>Chatbots could reduce local government email loads by half &#8211; The Mandarin</h3>
<p>Chatbots could reduce local government email loads by half.</p>
<p>Posted: Tue, 02 Apr 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMinAFBVV95cUxOY3lDZFg4elJKZWRjcWk0TTlQLWZvc3JwVlZxRjhadEtEVVRFLUE2Sk9HSFNzZkVzV2ZoYjctYmg5elNaQTZsbW9yQS1jLWdSMnoyNTBjWGJIVWNmNHpzMEltV050Q2xPSDJ3eFBQMXd3dFlmU2RCZC1OaEdxeWVKZHBsME1WWk8tRlZ5d2M0bG9pX0c3aXFvZU1EdTI?oc=5' rel="nofollow">source</a>]</p>
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<p>They are increasingly popular in customer service, e-commerce, and various other industries, providing round-the-clock assistance, handling customer inquiries, and even assisting with sales and marketing strategies. Humans communicate with machines on a daily basis, from sending a message to speaking with Siri or Alexa, as well as Google search, grammar, and spell check. Using application models such as chatbots, virtual assistants, and client relationship management, NLP and AI play a vital role in enterprise customer care. ELIZA, PARRY, and ALICE were earlier chatbots that used simple syntax, information extraction, or classification techniques for evaluating user input and generate responses based on human-created rules [36, 45].</p>
<p>Their downside is that they can&#8217;t handle complex queries because their intelligence is limited to their programmed rules. Chatbots can pick up the slack when your human customer reps are flooded with customer queries. These bots can handle multiple queries simultaneously and work around the clock. Your human service representatives can then focus on more complex tasks. Chatbots are a form of a human-computer dialogue system that operates through natural language processing using text or speech, chatbots are automated and typically run 24/7.</p>
<h2>Can you Build NLP Chatbot Without Coding?</h2>
<p>Intelligent chatbots understand user input through Natural Language Understanding (NLU) technology. They then formulate the most accurate response to a query using Natural Language Generation (NLG). The bots finally refine the appropriate response based on available data from previous interactions.</p>
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<h3>Best AI Chatbots in 2024 &#8211; Simplilearn</h3>
<p>Best AI Chatbots in 2024.</p>
<p>Posted: Mon, 20 Nov 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiYkFVX3lxTE05cG5TcjlYZldJcUtyUXdReXRlX05MWEZjSnpEeC1RY21fYnZGc194ZTIwTnZTTkRPblUxRUNoR3pnbFZ1bXBvVG9hUTdvVnkzVnJveWFpZk9CQTRXd1hFeW93?oc=5' rel="nofollow">source</a>]</p>
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<p>Plus, they’ve received plenty of satisfied reviews about their improved CX as well. Preprocessing plays an important role in enabling machines to understand words that are important to a text and removing those that are not necessary. With more organizations developing AI-based applications, it’s essential to use&#8230; Go to Playground to interact with your AI assistant before you deploy it.</p>
<p>They possess the ability to learn from user interactions, continually adjusting their responses for enhanced effectiveness. These chatbots excel at managing multi-turn conversations, making them adaptable to diverse applications. They heavily rely on data for both training and refinement, and they can be seamlessly <a href="https://www.metadialog.com/blog/nlp-for-building-a-chatbot/">chatbot nlp machine learning</a> deployed on websites or various platforms. Furthermore, they are built with an emphasis on ongoing improvement, ensuring their relevance and efficiency in evolving user contexts. It’s useful to know that about 74% of users prefer chatbots to customer service agents when seeking answers to simple questions.</p>
<p>Creating a talking chatbot that utilizes rule-based logic and Natural Language Processing (NLP) techniques involves several critical tools and techniques that streamline the development process. This section outlines the methodologies required to build an effective conversational agent. Reduce costs and boost operational efficiency<br />
 Staffing a customer support center day and night is expensive. Likewise, time spent answering repetitive queries (and the training that is required to make those answers uniformly consistent) is also costly. Many overseas enterprises offer the outsourcing of these functions, but doing so carries its own significant cost and reduces control over a brand’s interaction with its customers. Artificial intelligence can also be a powerful tool for developing conversational marketing strategies.</p>
<p>To interpret the user inputs, NLP engines, based on the business case, use either finite state automata models or deep learning methods. The success of a chatbot purely depends on choosing the right NLP engine. It is important to carefully consider these limitations and take steps to mitigate any negative effects when implementing an NLP-based chatbot. They are designed to automate repetitive tasks, provide information, and offer personalized experiences to users.</p>
<p>Conversational AI&nbsp;has principle components that allow it to process, understand and generate response in a natural way. At&nbsp;Kommunicate, we are envisioning a world-beating customer support solution to empower the new era of customer support. We would love to have you on board to have a first-hand experience of Kommunicate. This section will shed light on some of these challenges and offer potential solutions to help you navigate your chatbot development journey. Install the ChatterBot library using pip to get started on your chatbot journey.</p>
<p>This tool is perfect for ecommerce stores as it provides customer support and helps with lead generation. Plus, you don’t have to train it since the tool does so itself based on the information available on your website and FAQ pages. If you decide to create your own NLP AI chatbot from scratch, you’ll need to have a strong understanding of coding both artificial intelligence and natural language processing. Traditional or rule-based chatbots, on the other hand, are powered by simple pattern matching. They rely on predetermined rules and keywords to interpret the user’s input and provide a response.</p>
<p>Simply put, machine learning allows the NLP algorithm to learn from every new conversation and thus improve itself autonomously through practice. In the current world, computers are not just machines celebrated for their calculation powers. Today, the need of the hour is interactive and intelligent machines that can be used by all human beings alike. For this, computers need to be able to understand human speech and its differences. With the right software and tools, NLP bots can significantly boost customer satisfaction, enhance efficiency, and reduce costs. Connect your backend systems using APIs that push, pull, and parse data from your backend systems.</p>
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width="300px" alt="chatbot nlp machine learning"/></p>
<p>Chatbots are great for scaling  operations because they don’t have human limitations. The world may be divided by time zones, but chatbots can engage customers anywhere, anytime. In terms of performance, given enough computing power, chatbots can serve a large customer base at the same time.</p>
<p>If data privacy is your biggest concern, look for a platform that boasts high security standards. If you have a beginner developer team, look for a platform with a user-friendly interface. When employees spend less time on repetitive tasks, they’re able to focus more of their time on high-level processes – ones that require higher levels of strategy, empathy, or creativity. To create your account, Google will share your name, email address, and profile picture with Botpress. Pick a ready to use chatbot template and customise it as per your needs. Save your users/clients/visitors the frustration and allows to restart the conversation whenever they see fit.</p>
<p>With a user-friendly, no-code/low-code platform AI chatbots can be built even faster. Machine learning represents a subset of artificial intelligence (AI) dedicated to creating algorithms and statistical models. These models empower computer systems to enhance their proficiency in particular tasks by autonomously acquiring knowledge from data, all without the need for explicit programming. In essence, machine learning stands as an integral branch of AI, granting machines the ability to acquire knowledge and make informed decisions based on their experiences. With the adoption of mobile devices into consumers daily lives, businesses need to be prepared to provide real-time information to their end users.</p>
<p>The post <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com/what-is-nlp-chatbot-a-guide-to-natural-language/">What Is NLP Chatbot A Guide to Natural Language Processing</a> appeared first on <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com">Tekerlekli Sandalye Fiyatları</a>.</p>
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		<title>Top NLP Algorithms &#038; Concepts ActiveWizards: data science and engineering lab</title>
		<link>https://tekerleklisandalyefiyatlari.com/top-nlp-algorithms-concepts-activewizards-data/</link>
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		<dc:creator><![CDATA[omeryesiltas]]></dc:creator>
		<pubDate>Wed, 26 Feb 2025 07:02:46 +0000</pubDate>
				<category><![CDATA[AI News]]></category>
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					<description><![CDATA[<p>Introduction to Natural Language Processing for Text by Ventsislav Yordanov This representation allows for improved performance in tasks such as word similarity, clustering, and as input features for more complex NLP models. Lemmatization and stemming are techniques used to reduce words to their base or root form, which helps in normalizing text data. This is</p>
<p>The post <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com/top-nlp-algorithms-concepts-activewizards-data/">Top NLP Algorithms &#038; Concepts ActiveWizards: data science and engineering lab</a> appeared first on <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com">Tekerlekli Sandalye Fiyatları</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1>Introduction to Natural Language Processing for Text by Ventsislav Yordanov</h1>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2022/12/ai-customer-support-2.webp" width="308px" alt="algorithme nlp"/></p>
<p>This representation allows for improved performance in tasks such as word similarity, clustering, and as input features for more complex NLP models. Lemmatization and stemming are techniques used to reduce words to their base or root form, which helps in normalizing text data. This is where the AI chatbot becomes intelligent and not just a scripted bot that will be ready to handle any test thrown at it. The main package we will be using in our code here is the Transformers package provided by HuggingFace, a widely acclaimed resource in AI chatbots. This tool is popular amongst developers, including those working on AI chatbot projects, as it allows for pre-trained models and tools ready to work with various NLP tasks. In the code below, we have specifically used the DialogGPT AI chatbot, trained and created by Microsoft based on millions of conversations and ongoing chats on the Reddit platform in a given time.</p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>The Ultimate Guide To Different Word Embedding Techniques In NLP &#8211; KDnuggets</h3>
<p>The Ultimate Guide To Different Word Embedding Techniques In NLP.</p>
<p>Posted: Fri, 04 Nov 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMif0FVX3lxTE1oN2E4U0N1TlZ5VzZRQzBPMGpxa3I4SEJ0R2F3dUVtbTZFbzJLU2l2M19xUzlMcEFubjFmRXdDZm14VlIzTExaZEd1ejRtUkhQeFhINjJMZlFpdS1LT2FJZTN5M0hTMWcxTnRxanlZbkpPWTdPQVdYeXVnalJ4Q0k?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Statistical algorithms allow machines to read, understand, and derive meaning from human languages. Statistical NLP helps machines recognize patterns in large amounts of text. By finding these trends, a machine can develop its own understanding of human language. In this article we have reviewed a number of different Natural Language Processing concepts that allow to analyze the text and to solve a number of practical tasks. We highlighted such concepts as simple similarity metrics, text normalization, vectorization, word embeddings, popular algorithms for NLP (naive bayes and LSTM).</p>
<h2>Types of NLP Algorithms</h2>
<p>Generally, the probability of the word&#8217;s similarity by the context is calculated with the softmax formula. The stemming and lemmatization object is to convert different word forms, and sometimes derived words, into a common basic form. TF-IDF stands for Term frequency and inverse document frequency and is one of the most popular and effective Natural Language Processing techniques.</p>
<p>Initially, in NLP, raw text data undergoes preprocessing, where it’s broken down and structured through processes like tokenization and part-of-speech tagging. This is essential for machine learning (ML) algorithms, which thrive on structured data. LSTM networks are a type of RNN designed to overcome the vanishing gradient problem, making them effective for learning long-term dependencies in sequence data. LSTMs have a memory cell that can maintain information over long periods, along with input, output, and forget gates that regulate the flow of information.</p>
<p>Interpreting and responding to human speech presents numerous challenges, as discussed in this article. You can foun additiona information about <a href="https://deskrush.com/how-artificial-intelligence-is-helping-todays-small-businesses/">ai customer service</a> and artificial intelligence and NLP. Humans take years to conquer these challenges when learning a new language from scratch. In human speech, there are various errors, differences, and unique intonations. NLP technology, including AI chatbots, empowers machines to rapidly understand, process, and respond to large volumes of text in real-time. You’ve likely encountered NLP in voice-guided GPS apps, virtual assistants, speech-to-text note creation apps, and other chatbots that offer app support in your everyday life.</p>
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<h3>What is BERT? &#8211; Fox News</h3>
<p>What is BERT?.</p>
<p>Posted: Tue, 02 May 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiU0FVX3lxTE9aSVI4RGZUMzg2SEI1QUFVY05QUzlZakkzZzczcUQ5VG1RelN6VHR2ZnNUa0tselhsbjVBRXFMcmdRQTdYNEQ1SE1Pck5DTHBoenRr0gFYQVVfeXFMT2pZOGNGNFpVcEFORGRUWWFNcTc4b3EzQ1JmZHVjUDJSeTNPV3BCb0prZW9zQ1FLQzc0S0VvM0p2dDYySkhDSENiVDNKNmNTR1MyRXZZZmRyRQ?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Unfortunately, NLP is also the focus of several controversies, and understanding them is also part  of being a responsible practitioner. For instance, researchers have found that models will parrot biased language found in their training data, whether they’re counterfactual, racist, or hateful. Moreover, sophisticated language models can be used to generate disinformation. A broader concern is that training large models produces substantial greenhouse gas emissions.</p>
<h2>Challenges and Considerations of NLP Algorithms</h2>
<p>The biggest is the absence of semantic meaning and context, and the fact that some words are not weighted accordingly (for instance, in this model, the word “universe” weights less than <a href="https://www.metadialog.com/blog/algorithms-in-nlp/">algorithme nlp</a> the word “they”). We can use Wordnet to find meanings of words, synonyms, antonyms, and many other words. In the following example, we will extract a noun phrase from the text.</p>
<p>However, it can be used to build exciting programs due to its ease of use. Apart from virtual assistants like Alexa or Siri, here are a few more examples you can see. In the above statement, we can clearly see that the “it” keyword does not make any sense. That is nothing but this “it” word depends upon the previous sentence which is not given. So once we get to know about “it”, we can easily find out the reference. Here “Mumbai goes to Sara”, which does not make any sense, so this sentence is rejected by the Syntactic analyzer.</p>
<p>The Word2Vec is likely to capture the contextual meaning of the words very well. DataRobot customers include 40% of the Fortune 50, 8 of top 10 US banks, 7 of the top 10 pharmaceutical companies, 7 of the top 10 telcos, 5 of top 10 global manufacturers. Today, we can see many examples of NLP algorithms in everyday life from machine translation to sentiment analysis. When applied correctly, these use cases can provide significant value.</p>
<h2>Building Your First Python AI Chatbot</h2>
<p>However, with the knowledge gained from this article, you will be better equipped to use NLP successfully, no matter your use case. Then, we can use these features as an input for machine learning algorithms. NLTK (Natural Language Toolkit) is a leading platform for building Python programs to work with human language data. It provides easy-to-use interfaces to many corpora and lexical resources.</p>
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" width="303px" alt="algorithme nlp"/></p>
<p>Dependency Grammar and Part of Speech (POS)tags are the important attributes of text syntactic. Data decay is the gradual loss of data quality over time, leading to inaccurate information that can undermine AI-driven decision-making and operational efficiency. Understanding the different types of data decay, how it differs from similar concepts like data entropy and data drift, and the&#8230; Implementing a knowledge management system or exploring your knowledge strategy?</p>
<p>And with the introduction of NLP algorithms, the technology became a crucial part of Artificial Intelligence (AI) to help streamline unstructured data. This algorithm creates summaries of long texts to make it easier for humans to understand their contents quickly. Businesses can use it to summarize customer feedback or large documents into shorter versions for better analysis. It allows computers to understand human written and spoken language to analyze text, extract meaning, recognize patterns, and generate new text content. There are numerous keyword extraction algorithms available, each of which employs a unique set of fundamental and theoretical methods to this type of problem.</p>
<p>They are highly interpretable and can handle complex linguistic structures, but they require extensive manual effort to develop and maintain. However, symbolic algorithms are challenging to expand a set of rules owing to various limitations. Symbolic algorithms serve as one of the backbones of NLP algorithms. These are responsible for analyzing the meaning of each input text and then utilizing it to establish a relationship between different concepts. But many business processes and operations leverage machines and require interaction between machines and humans. Tokenization is the process of splitting text into smaller units called tokens.</p>
<h2>All You Need to Know to Build an AI Chatbot With NLP in Python</h2>
<p>Also, We Will tell in this article how to create ai chatbot projects with that we give highlights for how to craft Python ai Chatbot. Named entity recognition is often treated as text classification, where given a set of documents, one needs to classify them such as person names or organization names. There are several classifiers available, but the simplest is the k-nearest neighbor algorithm (kNN). As just one example, brand sentiment analysis is one of the top use cases for NLP in business. Many brands track sentiment on social media and perform social media sentiment analysis. In social media sentiment analysis,&nbsp;brands track conversations online to understand what customers are saying, and glean insight into user behavior.</p>
<p>This technique allows you to estimate the importance of the term for the term (words) relative to all other terms in a text. Natural Language Processing usually signifies the processing of text or text-based information (audio, video). An important step in this process is to transform different words and word forms into one speech form. Also, we often need to measure how similar or different the strings are.</p>
<p>In essence, the bag of words paradigm generates a matrix of incidence. These word frequencies or instances are then employed as features in the training of a classifier. Emotion analysis is especially useful in circumstances where consumers offer their ideas and suggestions, such as consumer polls, ratings, and debates on social media. Am into the study of computer science, and much interested in AI &amp; Machine learning. I will appreciate your little guidance with how to know the tools and work with them easily. I&#8217;m a newbie python user and I&#8217;ve tried your code, added some modifications and it kind of worked and not worked at the same time.</p>
<p>Symbolic algorithms can support machine learning by helping it to train the model in such a way that it has to make less effort to learn the language on its own. Although machine learning supports symbolic ways, the machine learning model can create an initial rule set for the symbolic <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> and spare the data scientist from building it manually. NLP algorithms are ML-based algorithms or instructions that are used while processing natural languages. They are concerned with the development of protocols and models that enable a machine to interpret human languages.</p>
<p>This method ensures that the chatbot will be activated by speaking its name. When you say “Hey Dev” or “Hello Dev” the bot will become active. NLP technologies have made it possible for machines to intelligently decipher human text and actually respond to it as well. There are a lot of undertones dialects and complicated wording that makes it difficult to create a perfect chatbot or virtual assistant that can understand and respond to every human.</p>
<h2>Word cloud</h2>
<p>This automatic translation could be particularly effective if you are working with an international client and have files that need to be translated into your native tongue. Lemmatization is the text conversion process that converts a word form (or word) into its basic form – lemma. It usually uses vocabulary and morphological analysis and also a definition of the Parts of speech for the words. At the same time, it is worth to note that this is a pretty crude procedure and it should be used with other text processing methods.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="algorithme nlp"/></p>
<p>This makes LSTMs suitable for complex NLP tasks like machine translation, text generation, and speech recognition, where context over extended sequences is crucial. Examples include text classification, sentiment analysis, and language modeling. Statistical algorithms are more flexible and scalable than symbolic algorithms, as they can automatically learn from data and improve over time with more information. Statistical algorithms use mathematical models and large datasets to understand and process language. These algorithms rely on probabilities and statistical methods to infer patterns and relationships in text data.</p>
<p>Document research, report generation, and code migration, is here to streamline and accelerate your entire knowledge base operations. This comes as no surprise, considering the technology&#8217;s immense potent&#8230; Next, we are going to use the sklearn library to implement TF-IDF <a href="https://chat.openai.com/">https://chat.openai.com/</a> in Python. A different formula calculates the actual output from our program. First, we will see an overview of our calculations and formulas, and then we will implement it in Python. In the code snippet below, we show that all the words truncate to their stem words.</p>
<p>However, if we check the word “cute” in the dog descriptions, then it will come up relatively fewer times, so it increases the TF-IDF value. In English and many other languages, a single word can take multiple forms depending upon context used. For instance, the verb  “study” can take many forms like “studies,” “studying,” “studied,” and others, depending on its context. When we tokenize words, an interpreter considers these input words as different words even though their underlying meaning is the same. Moreover, as we know that NLP is about analyzing the meaning of content, to resolve this problem, we use stemming. Therefore, Natural Language Processing (NLP) has a non-deterministic approach.</p>
<p>In some cases, we can have a huge amount of data and in this cases, the length of the vector that represents a document might be thousands or millions of elements. Furthermore, each document may contain only a few of the known words in the vocabulary. Designing the VocabularyWhen the vocabulary size increases, the vector representation of the documents also increases. In the example above, the length of the document vector is equal to the number of known words.</p>
<p>All in all–the main idea is to help machines understand the way people talk and communicate. Gradient boosting is an ensemble learning technique that builds models sequentially, with each new model correcting the errors of the previous ones. In NLP, gradient boosting is used for tasks such as text classification and ranking. The algorithm combines weak learners, typically decision trees, to create a strong predictive model. Gradient boosting is known for its high accuracy and robustness, making it effective for handling complex datasets with high dimensionality and various feature interactions. By integrating both techniques, hybrid algorithms can achieve higher accuracy and robustness in NLP applications.</p>
<p>As we mentioned before, we can use any shape or image to form a word cloud. Notice that the most used words are punctuation marks and stopwords. In the example above, we can see the entire text of our data is represented as sentences and also notice that the total number of sentences here is 9. TextBlob is a Python library designed for processing textual data. Pragmatic analysis deals with overall communication and interpretation of language.</p>
<p>In order to process a large amount of natural language data, an AI will definitely need NLP or Natural Language Processing. Currently, we have a number of NLP research ongoing in order to improve the AI chatbots and help them understand the complicated nuances and undertones of human conversations. In this article, we will create an AI chatbot using Natural Language Processing (NLP) in Python. First, we’ll explain NLP, which helps computers understand human language. Then, we’ll show you how to use AI to make a chatbot to have real conversations with people. Finally, we’ll talk about the tools you need to create a chatbot like ALEXA or Siri.</p>
<ul>
<li>It mainly utilizes artificial intelligence to process and translate written or spoken words so they can be understood by computers.</li>
<li>You assign a text to a random subject in your dataset at first, then go over the sample several times, enhance the concept, and reassign documents to different themes.</li>
<li>This automatic translation could be particularly effective if you are working with an international client and have files that need to be translated into your native tongue.</li>
<li>TextRank is an algorithm inspired by Google’s PageRank, used for keyword extraction and text summarization.</li>
</ul>
<p>They can effectively manage the complexity of natural language by using symbolic rules for structured tasks and statistical learning for tasks requiring adaptability and pattern recognition. NLP is an integral part of the modern AI world that helps machines understand human languages and interpret them. With this popular course by Udemy, you will not only learn about NLP with transformer models but also get the option to create fine-tuned transformer models.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="algorithme nlp"/></p>
<p>They enable machines to comprehend the meaning of and extract information from, written or spoken data. Natural language processing (NLP) is a field of artificial intelligence in which computers analyze,&nbsp;understand, and derive meaning from human language in a smart and useful way. Using NLP, fundamental deep learning architectures like transformers power advanced language models such as ChatGPT. Therefore, proficiency in NLP is crucial for innovation and customer understanding, addressing challenges like lexical and syntactic ambiguity.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="algorithme nlp"/></p>
<p>When processing plain text, tables of abbreviations that contain periods can help us to prevent incorrect assignment of sentence boundaries. In many cases, we use libraries to do that job for us, so don’t worry too much for the details for now. Build a model that not only works for you now but in the future as well. For instance, it can be used to classify a sentence as positive or negative. The single biggest downside to symbolic AI is the ability to scale your set of rules.</p>
<p>The post <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com/top-nlp-algorithms-concepts-activewizards-data/">Top NLP Algorithms &#038; Concepts ActiveWizards: data science and engineering lab</a> appeared first on <a rel="nofollow" href="https://tekerleklisandalyefiyatlari.com">Tekerlekli Sandalye Fiyatları</a>.</p>
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