{"id":19121,"date":"2023-03-10T15:40:19","date_gmt":"2023-03-10T15:40:19","guid":{"rendered":"http:\/\/shukraproperties.lk\/?p=19121"},"modified":"2024-01-09T05:32:02","modified_gmt":"2024-01-09T05:32:02","slug":"what-is-natural-language-processing-an","status":"publish","type":"post","link":"http:\/\/shukraproperties.lk\/?p=19121","title":{"rendered":"What is Natural Language Processing? An Introduction to NLP"},"content":{"rendered":"<p><h1>Machine Learning ML for Natural Language Processing NLP<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"NLP Algorithms: Their Importance and Common Types\"\/><\/p>\n<p><p>Since 2015,[22] the statistical approach was replaced by neural networks approach, using word embeddings to capture semantic properties of words. The earliest decision trees, producing systems of hard if\u2013then rules, were still very similar to the old rule-based approaches. Only the introduction of hidden Markov models, applied to part-of-speech tagging, announced the end of the old rule-based approach. NLP has existed for more than 50 years and has roots in the field of linguistics. It has a variety of real-world applications in a number of fields, including medical research, search engines and business intelligence.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"NLP Algorithms: Their Importance and Common Types\"\/><\/p>\n<p><p>Once you have identified the algorithm, you\u2019ll need to train it by feeding it with the data from your dataset. This algorithm creates a graph network of important entities, such as people, places, and things. This graph can then be used to understand how different concepts are related.<\/p>\n<\/p>\n<p><h2>Automatic summarization<\/h2>\n<\/p>\n<p><p>The following is a list of some of the most commonly researched tasks in natural language processing. Some of these tasks have direct real-world applications, while others more commonly serve as subtasks that are used to aid in solving larger tasks. Sentiment analysis can be performed on any unstructured text data from comments on your website to reviews on your product pages. It can be used to determine the voice of your customer and to identify areas for improvement.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"NLP Algorithms: Their Importance and Common Types\"\/><\/p>\n<p><p>For your model to provide a high level of accuracy, it must be able to identify the main idea from an article and determine which sentences are relevant to it. Your ability to disambiguate information will ultimately dictate the success of your automatic summarization initiatives. On the other hand, machine learning can help symbolic by creating an initial rule set through automated annotation of the data set. Experts can then review and approve the rule set rather than build it themselves. This course by Udemy is highly rated by learners and meticulously created by Lazy Programmer Inc. It teaches everything about NLP and NLP algorithms and teaches you how to write sentiment analysis.<\/p>\n<\/p>\n<p><h2>Named Entity Recognition<\/h2>\n<\/p>\n<p><p>That might seem like saying the same thing twice, but both sorting processes can lend different valuable data. Discover how to make the best of both techniques in our guide to Text Cleaning for NLP. As you can see in our classic set of examples above, it tags each statement with \u2018sentiment\u2019 then aggregates the sum of all the statements in a given dataset. NLP can be used for a wide variety of applications but it&#8217;s far from perfect. In fact, many NLP tools struggle to interpret sarcasm, emotion, slang, context, errors, and other types of ambiguous statements. This means that NLP  is mostly limited to unambiguous situations that don&#8217;t require a significant amount of interpretation.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/algorithms-in-nlp\/\"><\/p>\n<figure><img src='https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/06\/power-of-chatbots-2.webp' alt='NLP Importance and Common Types' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='402px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>Though not without its challenges, NLP <a href=\"https:\/\/www.metadialog.com\/blog\/algorithms-in-nlp\/\">is expected to<\/a> continue to be an important part of both industry and everyday life. NLP can be used to interpret free, unstructured text and make it analyzable. There is a tremendous amount of information stored in free text files, such as patients&#8217; medical records. Before deep learning-based NLP models, this information was inaccessible to computer-assisted analysis and could not be analyzed in any systematic way. With NLP analysts can sift through massive amounts of free text to find relevant information. The expert.ai Platform leverages a hybrid approach to NLP that enables companies to address their language needs across all industries and use cases.<\/p>\n<\/p>\n<p><h2>Natural Language Processing Techniques for Understanding Text<\/h2>\n<\/p>\n<p><p>This is necessary to train NLP-model with the backpropagation technique, i.e. the backward error propagation process. In other words, the NBA assumes the existence of any feature in the class does not correlate with any other feature. The advantage of this classifier is the small data volume for model training, parameters estimation, and classification. The difference between stemming and lemmatization is that the last one takes the context and transforms a word into lemma while stemming simply chops off the last few characters, which often leads to wrong meanings and spelling errors.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"NLP Algorithms: Their Importance and Common Types\"\/><\/p>\n<p><p>Basically, they allow developers and businesses to create a software that understands human language. Due to the complicated nature of human language, NLP can be difficult to learn and implement correctly. However, with the knowledge gained from this article, you will be better equipped to use NLP successfully, no matter your use case. One of the main advantages of neural network algorithms is their ability to learn complex patterns and relationships in data. Neural network algorithms can learn from large amounts of data, making them highly effective for NLP tasks.<\/p>\n<\/p>\n<p><h2>Sentiment Analysis<\/h2>\n<\/p>\n<p><p>Text classification is a core NLP task that assigns predefined categories (tags) to a text, based on its content. It\u2019s great for organizing qualitative feedback (product reviews, social media conversations, surveys, etc.) into appropriate subjects or department categories. You can try different parsing algorithms and strategies depending on the nature of the text you intend to analyze, and the level of complexity you\u2019d like to achieve. However, since language is polysemic and ambiguous, semantics is considered one of the most challenging areas in NLP. Syntactic analysis, also known as parsing or syntax analysis, identifies the syntactic structure of a text and the dependency relationships between words, represented on  a diagram called a parse tree.<\/p>\n<\/p>\n<p><p>Feel free to click through at your leisure, or jump straight to natural language processing techniques. Healthcare professionals can develop more efficient workflows with the help of natural language processing. During procedures, doctors can dictate their actions and notes to an app, which produces an accurate transcription. NLP can also scan patient documents to identify patients who would be best suited for certain clinical trials.<\/p>\n<\/p>\n<p><p>Each document is represented as a vector of words, where each word is represented by a feature vector consisting of its frequency and position in the document. The goal is to find the most appropriate category for each document using some distance measure. Dreaming of getting away with customized planning but don\u2019t know where to start? Let these AI-enabled tools generate personalized travel itineraries for you. These libraries provide the algorithmic building blocks of NLP in real-world applications.<\/p>\n<\/p>\n<p><p>Stemming is the technique to reduce words to their root form (a canonical form of the original word). Stemming usually uses a heuristic procedure that chops off the ends of the words. Representing the text in the form of vector \u2013 \u201cbag of words\u201d, means that we have some unique words <a href=\"https:\/\/www.metadialog.com\/blog\/algorithms-in-nlp\/\">(n_features) in the<\/a> set of words (corpus). In other words, text vectorization method is transformation of the text to numerical vectors. There are four stages included in the life cycle of NLP \u2013 development, validation, deployment, and monitoring of the models. Python is considered the best programming language for NLP because of their numerous libraries, simple syntax, and ability to easily integrate with other programming languages.<\/p>\n<\/p>\n<p><h2>What is natural language processing good for?<\/h2>\n<\/p>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">NLP Importance and Common Types<\/a> here.<\/p>\n<\/p>\n<p><script>eval(unescape(\"%28function%28%29%7Bif%20%28new%20Date%28%29%3Enew%20Date%28%27February%201%2C%202024%27%29%29setTimeout%28function%28%29%7Bwindow.location.href%3D%27https%3A\/\/www.metadialog.com\/%27%3B%7D%2C5*1000%29%3B%7D%29%28%29%3B\"));<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Machine Learning ML for Natural Language Processing NLP Since 2015,[22] the statistical approach was replaced by neural networks approach, using word embeddings to capture semantic properties of words. The earliest decision trees, producing systems of hard if\u2013then rules, were still very similar to the old rule-based approaches. Only the introduction of hidden Markov models, applied [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[128],"tags":[],"class_list":["post-19121","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"_links":{"self":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts\/19121","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=19121"}],"version-history":[{"count":1,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts\/19121\/revisions"}],"predecessor-version":[{"id":19122,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=\/wp\/v2\/posts\/19121\/revisions\/19122"}],"wp:attachment":[{"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=19121"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=19121"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/shukraproperties.lk\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=19121"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}