{"id":706,"date":"2023-03-28T11:28:27","date_gmt":"2023-03-28T11:28:27","guid":{"rendered":"http:\/\/geeko.com.mx\/?p=706"},"modified":"2023-06-17T20:47:56","modified_gmt":"2023-06-17T20:47:56","slug":"application-of-algorithms-for-natural-language","status":"publish","type":"post","link":"https:\/\/geeko.com.mx\/index.php\/2023\/03\/28\/application-of-algorithms-for-natural-language\/","title":{"rendered":"Application of algorithms for natural language processing in IT-monitoring with Python libraries by Nick Gan"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/12\/chatbot-for-education.webp\" width=\"308px\" alt=\"natural language processing algorithms\"\/><\/p>\n<p><p>The kernels through deeper convolutions cover a larger part of the sentence until finally covering it fully and creating a global summarization of the sentence features. Following the popularization of word embeddings and its ability to represent words in a distributed space, the need arose for an effective feature function that extracts higher-level features from constituting words or n-grams. These abstract features would then be used for numerous NLP tasks such as sentiment analysis, summarization, machine translation, and question answering (QA). CNNs turned out to be the natural choice given their effectiveness in computer vision tasks (Krizhevsky et al., 2012; Razavian et al., 2014; Jia et al., 2014).<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 12px;'>\n<h3>How is AI satisfying the thirst for creativity? &#8211; Times of India<\/h3>\n<p>How is AI satisfying the thirst for creativity?.<\/p>\n<p>Posted: Wed, 07 Jun 2023 12:06:42 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiYGh0dHBzOi8vdGltZXNvZmluZGlhLmluZGlhdGltZXMuY29tL2Jsb2dzL3ZvaWNlcy9ob3ctaXMtYWktc2F0aXNmeWluZy10aGUtdGhpcnN0LWZvci1jcmVhdGl2aXR5L9IBYGh0dHBzOi8vdGltZXNvZmluZGlhLmluZGlhdGltZXMuY29tL2Jsb2dzL3ZvaWNlcy9ob3ctaXMtYWktc2F0aXNmeWluZy10aGUtdGhpcnN0LWZvci1jcmVhdGl2aXR5Lw?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Therefore, it is important to find a balance between accuracy and complexity. Automatic summarization consists of reducing a text and creating a concise new version that contains its most relevant information. It can be particularly useful to summarize large pieces of unstructured data, such as academic papers.<\/p>\n<\/p>\n<p><h2>How Does NLP Work?<\/h2>\n<\/p>\n<p><p>Although natural language processing continues to evolve, there are already many ways in which it is being used today. Most of the time you\u2019ll be exposed to natural language processing without even realizing it. Text classification takes your text dataset then structures it for further analysis.<\/p>\n<\/p>\n<p><a href=\"https:\/\/metadialog.com\/\"><img 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' alt='https:\/\/metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'\/><\/a><\/p>\n<p><p>A possible direction for mitigating these deficiencies will be grounded learning, which has been gaining popularity in this research domain. It converts a large set of text into more formal representations such as first-order logic structures that are easier for the computer programs to manipulate notations of the natural language processing. Natural Language Understanding (NLU) helps the machine to understand and analyse human language by extracting <a href=\"https:\/\/metadialog.com\/\">metadialog.com<\/a> the metadata from content such as concepts, entities, keywords, emotion, relations, and semantic roles. In the beginning of the year 1990s, NLP started growing faster and achieved good process accuracy, especially in English Grammar. In 1990 also, an electronic text introduced, which provided a good resource for training and examining natural language programs. Other factors may include the availability of computers with fast CPUs and more memory.<\/p>\n<\/p>\n<p><h2>Lack of Context<\/h2>\n<\/p>\n<p><p>Apart from the above information, if you want to learn about natural language processing (NLP) more, you can consider  the following courses and books. Symbolic algorithms leverage symbols to represent knowledge and also the relation between concepts. Since these algorithms utilize logic and assign meanings to words based on context, you can achieve high accuracy.<\/p>\n<\/p>\n<ul>\n<li>The same input text could require different reactions from the chatbot depending on the user\u2019s sentiment, so sentiments must be annotated in order for the algorithm to learn them.<\/li>\n<li>The medical staff receives structured information about the patient\u2019s medical history, based on which they can provide a better treatment program and care.<\/li>\n<li>This is typically the first step in NLP, as it allows the computer to analyze and understand the structure of the text.<\/li>\n<li>These automated programs allow businesses to answer customer inquiries quickly and efficiently, without the need for human employees.<\/li>\n<li>But the biggest limitation facing developers of natural language processing models lies in dealing with ambiguities, exceptions, and edge cases due to language complexity.<\/li>\n<li>The macro-F1 score of the model is the average of the F1 scores of all classes.<\/li>\n<\/ul>\n<p><p>Natural Language Processing (NLP) is an <a href=\"https:\/\/www.metadialog.com\/blog\/algorithms-in-nlp\/\">incredible technology that<\/a> allows computers to understand and respond to written and spoken language. NLP uses rule-based and machine learning algorithms for various applications, such as text classification, extraction, machine translation, and natural language generation.  The large language models (LLMs) are a direct result of the recent advances in machine learning. In particular, the rise of deep learning has made it possible to train much more complex models than ever before.<\/p>\n<\/p>\n<p><h2>Criteria to consider when choosing a machine learning algorithm for NLP<\/h2>\n<\/p>\n<p><p>It is one of those technologies that blends machine learning, deep learning, and statistical models with computational linguistic-rule-based modeling. If you\u2019re interested in using some of these techniques with Python, take a look at the&nbsp;Jupyter Notebook&nbsp;about Python\u2019s natural language toolkit (NLTK) that I created. You can also check out my&nbsp;blog post about building neural networks with Keras&nbsp;where I train a neural network to perform sentiment analysis.<\/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=\"natural language processing algorithms\"\/><\/p>\n<p><p>Sentiment Analysis can be applied to any content from reviews about products, news articles discussing politics, tweets<\/p>\n<p>that mention celebrities. It is often used in marketing and sales to assess customer satisfaction levels. The goal here<\/p>\n<p>is to detect whether the writer was happy, sad, or neutral reliably.<\/p>\n<\/p>\n<p><h2>NLP Tasks<\/h2>\n<\/p>\n<p><p>But the same principle of calculating probability of word sequences can create language models that can perform impressive results in mimicking human speech. Given a predicate, T\u00e4ckstr\u00f6m et al. (2015) scored a constituent span and its possible role to that predicate with a series of features based on the parse tree. Collobert et al. (2011) achieved comparable results with a convolution neural networks augmented by parsing information provided in the form of additional look-up tables.<\/p>\n<\/p>\n<ul>\n<li>However, they could not make any concrete conclusion about which of the two gating units was better.<\/li>\n<li>Keyword Extraction is a text analysis NLP technique for obtaining meaningful insights for a topic in a short span of time.<\/li>\n<li>Training the output-symbol chain data, reckon the state-switch\/output probabilities that fit this data best.<\/li>\n<li>Sukhbaatar et al. (2015) also showed a special use of the model for language modeling, where each word in the sentence was seen as a memory entry.<\/li>\n<li>It doesn\u2019t, however, contain datasets large enough for deep learning but will be a great base for any NLP project to be augmented with other tools.<\/li>\n<li>They implemented an ontology-based design using current context information to determine the user&#8217;s preferred location.<\/li>\n<\/ul>\n<p><p>For dialogue systems, the discriminator is analogous to a human Turing tester, who discriminates between human and machine-produced dialogues (Li et al., 2017). RNN also provides the network support to perform time distributed joint processing. Most of the sequence labeling tasks like POS tagging (Santos and Zadrozny, 2014) come under this domain. Distributed representations (embeddings) are mainly learned through context.<\/p>\n<\/p>\n<p><h2>A Comparative Study of Natural Language Processing Algorithms Based on Cities Changing Diabetes Vulnerability Data<\/h2>\n<\/p>\n<p><p>Businesses use massive quantities of unstructured, text-heavy data and need a way to efficiently process it. A lot of the information created online and stored in databases is natural human language, and until recently, businesses could not effectively analyze this data. Challenges in natural language processing frequently involve speech recognition, natural-language understanding, and natural-language generation. The field of study that focuses on the interactions between human language and computers is called natural language processing, or NLP for short. It sits at the intersection of computer science, artificial intelligence, and computational linguistics (Wikipedia).<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"natural language processing algorithms\"\/><\/p>\n<p><p>Aspects are sometimes compared to topics, which classify the topic instead of the sentiment. Depending on the technique used, aspects can be entities, actions, feelings\/emotions, attributes, events, and more. The main benefit of NLP is that it improves the way humans and computers communicate with each other.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are modern NLP algorithms based on?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Modern NLP algorithms are based on machine learning, especially statistical machine learning.<\/p>\n<\/div><\/div>\n<\/div>\n<p><script>eval(unescape(\"%28function%28%29%7Bif%20%28new%20Date%28%29%3Enew%20Date%28%27November%205%2C%202020%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>The kernels through deeper convolutions cover a larger part of the sentence until finally covering it fully and creating a global summarization of the sentence features. Following the popularization of word embeddings and its ability to represent words in a distributed space, the need arose for an effective feature function that extracts higher-level features from&nbsp;&hellip;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[30],"tags":[],"class_list":["post-706","post","type-post","status-publish","format-standard","hentry","category-chatbots-news"],"_links":{"self":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts\/706","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/comments?post=706"}],"version-history":[{"count":1,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts\/706\/revisions"}],"predecessor-version":[{"id":707,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/posts\/706\/revisions\/707"}],"wp:attachment":[{"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/media?parent=706"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/categories?post=706"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/geeko.com.mx\/index.php\/wp-json\/wp\/v2\/tags?post=706"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}