{"id":5684,"date":"2024-12-27T18:48:17","date_gmt":"2024-12-27T18:48:17","guid":{"rendered":"https:\/\/www.autoono.sa\/index.php\/2024\/12\/27\/what-is-semantic-analysis-definition-examples-2\/"},"modified":"2024-12-27T18:48:17","modified_gmt":"2024-12-27T18:48:17","slug":"what-is-semantic-analysis-definition-examples-2","status":"publish","type":"post","link":"https:\/\/autoono.sa\/index.php\/2024\/12\/27\/what-is-semantic-analysis-definition-examples-2\/","title":{"rendered":"What is Semantic Analysis? Definition, Examples, &#038; Applications In 2023"},"content":{"rendered":"<p><h1>What is Semantic Analysis Semantic Analysis Definition from MarketMuse Blog<\/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=\"304px\" alt=\"semantic analysis definition\"\/><\/p>\n<p><p>Semantic-enhanced machine learning tools are vital natural language processing components that boost decision-making and improve the overall customer experience. This chapter will consider how to capture the meanings that words and structures express, which is called semantics. A reason to do semantic processing is that people can use a variety of expressions to describe the same situation. Having a semantic representation allows us to generalize away from the specific words and draw insights over the concepts to which they correspond.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"semantic analysis definition\"\/><\/p>\n<p><p>In the actual practice of relational semantics, \u2018relations of that kind\u2019 specifically include\u2014next to synonymy and antonymy\u2014relations of hyponymy (or subordination) and hyperonymy (or superordination), which are both based on taxonomical inclusion. The major research line in relational semantics involves the refinement and extension of this initial set of relations. The most prominent contribution to this endeavor after Lyons is found in Cruse (1986).<\/p>\n<\/p>\n<p><h2>ML &#038; Data Science<\/h2>\n<\/p>\n<p><p>For both of these examples, you have a count noun and you have a mass noun, and then in each case you have a different type of classifier that goes with it. If you want to talk about only having one book, you do not in Mandarin say \u2018one book\u2019; you say \u2018one-the classifier that means that this is a countable thing-book\u2019. However, if you&#8217;re talking about something that needs more specification\u2014meaning, you need to specify the quantity of some grouping or mass of that item\u2014then you need to use a specific quantify.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 13px;'>\n<h3>What is Employee Sentiment Analysis?  Definition from TechTarget &#8211; TechTarget<\/h3>\n<p>What is Employee Sentiment Analysis?  Definition from TechTarget.<\/p>\n<p>Posted: Tue, 08 Feb 2022 05:40:02 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUmh0dHBzOi8vd3d3LnRlY2h0YXJnZXQuY29tL3NlYXJjaGhyc29mdHdhcmUvZGVmaW5pdGlvbi9lbXBsb3llZS1zZW50aW1lbnQtYW5hbHlzaXPSAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>As such, Cdiscount was able to  implement actions aiming to reinforce the conditions around product returns and deliveries (two criteria mentioned often in customer feedback).<\/p>\n<\/p>\n<p><h2>Semantic Analysis &#8211; Key takeaways<\/h2>\n<\/p>\n<p><p>The intended result is to replace the variables in the predicates with the same (unique) lambda variable and to connect them using a conjunction symbol (and). The lambda variable will be used to substitute a variable from some other part of the sentence when combined with the conjunction. Four broadly defined theoretical traditions may be distinguished in the history of word-meaning research. Semantic analysis allows for a deeper understanding of user preferences, enabling personalized recommendations in e-commerce, content curation, and more. Thus, the ability of a machine to overcome the ambiguity involved in identifying the meaning of a word based on its usage and context is called Word Sense Disambiguation. Understanding these terms is crucial to NLP programs that seek to draw insight from textual information, extract information and provide data.<\/p>\n<\/p>\n<ul>\n<li>According to IBM, semantic analysis has saved 50% of the company\u2019s time on the information gathering process.<\/li>\n<li>For instance, the so-called identity test involves \u2018identity-of-sense anaphora.\u2019 Thus, at midnight the ship passed the port, and so did the bartender is awkward if the two lexical meanings of port are at stake.<\/li>\n<li>It is a collection of procedures which is called by parser as and when required by grammar.<\/li>\n<li>Semantic analysis methods will provide companies the ability to understand the meaning of the text and achieve comprehension and communication levels that are at par with humans.<\/li>\n<li>Semantic analysis employs various methods, but they all aim to comprehend the text\u2019s meaning in a manner comparable to that of a human.<\/li>\n<\/ul>\n<p><p>These applications include improved comprehension of text, natural language processing, and sentiment analysis and opinion mining, among others. Thanks to machine learning and natural language processing (NLP), semantic analysis includes the work of reading and sorting relevant interpretations. Artificial intelligence contributes to providing better solutions to customers when they contact customer service. Today, machine learning algorithms and NLP (natural language processing) technologies are the motors of semantic analysis tools. As we enter the era of \u2018data explosion,\u2019 it is vital for organizations to optimize this excess yet valuable data and derive valuable insights to drive their business goals. Semantic analysis allows organizations to interpret the meaning of the text and extract critical information from unstructured data.<\/p>\n<\/p>\n<p><p>While early versions of CycL were described as being a frame language, more recent versions are described as a logic that supports frame-like structures and inferences. Cycorp, started by Douglas Lenat in 1984, has been an ongoing project for more than 35 years and they claim that it is now the longest-lived artificial intelligence project[29]. The method typically starts by processing all of the words in the text to capture the meaning, independent of language. In parsing the elements, each is assigned a grammatical role and the structure is analyzed to remove ambiguity from any word with multiple meanings. On the one hand, the third and the fourth characteristics take into account the referential, extensional structure of a category.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"semantic analysis definition\"\/><\/p>\n<p><p>In particular, they consider the members of a category; they observe, respectively, that not all referents of a category are equal in representativeness for that category and that the denotational boundaries of a category are not always determinate. On the other hand, these two aspects (centrality and nonrigidity) recur on the intensional level, where the definitional rather than the referential structure of a category is envisaged. For one thing, nonrigidity shows up in the fact that there is no single necessary and sufficient definition for a prototypical concept.<\/p>\n<\/p>\n<p><p>Prototypical categories exhibit degrees of category membership; not every member is equally representative for a category. Prototypical categories cannot be defined by means of a single set of criterial (necessary and sufficient) attributes. Under the terms of the licence agreement, an individual user may print out a single article for personal use (for details see Privacy Policy and Legal Notice). Semantic analysis employs various methods, but they all aim to comprehend the text\u2019s meaning in a manner comparable to that of a human. This can entail figuring out the text\u2019s primary ideas and themes and their connections.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\"><\/p>\n<figure><img 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+1sNqBHlO+xKl7UodtEATesitJPUi9Rv2V0ZlJ8\/v4bc+f8A9egn5WTXVfv+ceNf95k\/+mcqfoCgt17tt0Km4z5DzYBcYdQW3W9\/HZCgFDf42PNV9UdxtFuuqUpnRgtSN+24CUON7+eq0kKTvXnRFUCmshtKVriui7sJSpQZdKW5HgLOkr8IVtRQkduugCSVGgJulUEK92+a+uIh1TUlBIUw8ktua7LAPU+SD7ayD+QN\/FV9AKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCvlS0oSVrUEpA2SToAV0XCW5CYDrMJ+UtTjbYbZ1sdlBJUdkAJSCVKPzpJ0CdAxrFmmXFaJWSPIdKSlaIbX+oaWlwqSrz5WoDoCT42jYCexFABd5l3UEWBpP0\/wBpVNeSfbKSSD7Y+VEa\/wAPj5BqqttkjW5apKlrkzHEpDsl07WvQ1\/gkfyGqkEpShIQhISlI0ABoAVzQClKUBAX7\/nHjX\/eZP8A6Zyp+oW8xZD99sMhplSm4776nVD4QCwtIJ\/3kCpqgFKUoCkuFqt91Z9mfFQ6NEJJ2FJ2CCUqHlJ0SNgjwTVAY1+tZK4UgXJjZPsyFBLo2SftWPB8qHyPASAKmqUBGwb9Bmu\/SqK40r8x5Cei\/jfjfhXjR8E\/I3UlVNNt8G4t+zOitvI\/AWnevIPg\/jyB\/lUabffLUntapv1zSR4jTVnt8eAl0AkefJ7BXjwNUBN0qmgTFzWC65DfjLStSC28AFeCQD4JBBGiPPwRvR2BU0ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAK08zL1Scyu8l+oTidjjtNrtXHuESLvar9GlsmTGeVBecZkOgvHulxSAptKGwpHX+0HkVuHWFMi9LeN5Dybm\/I39cchhJ5Fxv+rORWuOqP7ElhLC2G1oUtpS21IQ4sjR0VHZ2BqgMJ8Yf0gzGN4I7\/wAYrAL\/AI3NsvHdvzqNcTJjTXMigOutRA8GWSBFedlvNoQ04R\/H2WWwDrMvpo9T8P1COZFan8Yg2W742Ib0hFsyWFfoLrMkOFvpLiKKfdSWlpcbKR1PUpK0qCqi8p9DPCmZx\/pchXf5TI48Z41S2ZqEhNuZlty2XxpsH6lD7LawvfT7QCgjYOTeLuPcmwGLOayfljJM4elFtLLt4aiN\/StN9uqUCO03snt9yllRV1T8aOwL5qw+buWrfwlx7M5CuVhuN6ZiSI0cQbcEGQ8p51LaUoC1JSVbV4BI2fGx81flWpybxtYOV8WViGSvTGoSpcWaVRHEoc9xh5LqBtSVDXZA34+N\/FAYJ\/46N+i4dn02\/wDBsix5lgUqC3Nx26ZdaYjCYs1AXEkvXF51MZpK0kAoBWtKyE9Vb7DH1z\/pDcyyTC+OMs4p4dYnycg5KPHmSQXbxFlNRpqEJX9NDltvIafU8hYW1KHZgBtfb+JG8vcq+izjzlC\/3nMXMlyK0ZBdrxY783MjOMONxJtpZWzEWhpxpSVJ6uKKkr7BR18DYNBJ9DOCpxT9DtXIWYxbqnkc8qJvjrkR2V+vKbCFuFAYS0WyAVdAgAKP+z9tARN29V87Bp2VWuHj+V57k0rOEYljmPLNvhN\/VLhNyAyJKUpS20Ape3XisjQ+fyHroW5YrBFj8GZK7nt8v03FlYiLlCQ7Fusdn3fbXJW4lr2VpOw748eevxu8cs9IGEZE9KvNuy3JrNkLmUN5jEu8Z5hbkO5ojpjhaG1tFtTZbT5QtJ2SfI8a+sW9H\/HuNyMUuz+QZJdrziuQy8pFzmSWi\/cLhJa9txUghodkBP8AChPXr8A68UBj+7+vctcD49zXj3EzEhy73CbbJ1rvOaWqypgyIiyh9CZEpwCSeyV9A0glQTshOxuT4x58v3KPqvxuJZrlPjYPlHB0TNo9mkhvbUx66dEuLKSoe4GldD1UU+Pz4NSKPQzx9a7JjtnxHNsqsbmOy7vIYnIXDkyFN3NzvLbHvR1IbJPhLiEhaUkjZ3V8cd+mjAeM8ysGc2CdenbjjmCx+PYglSW1tqtjMgPpWsJbSS+VjyoEJ1\/dHzQGWqUpQGtk3lTN7Lz3MxbkbNblhtolXNljGGlWRh21Xhgo+5tUspK0vqUR47pAPUaJPWrRtXOvKUvl+Nj1l5ETfpC80lWidiRsjXWJZkOFK5n1TaUqSW0AEBSiVEj50Qc4ZBwVHyzJmLpk2d5DcrJFujd6YsLymfp2piDtBS4Gw6EJPkI76\/3eKufGMUx7jeJcG4s10N3m7PT1mS4kkyZDnYoRoDx2PgeTWKtJq6rv+bVKbe7nx6xyl6bqT89ToddXezW6aVU3Mtt5TShOI3S8RvTJrvB5L5xyrgmZ6mrJyAzASiTJuTOKuW6MuC3bYslbTkZbxR77jqksrV7gWjaldQEeCLTyb1Mckvcm32BjXIU6IP1OyNY9jTmOsuomsy47TrqHpHTbKgFE+XO3zreqy7bvTThLwncexs3yhGHonIu7+IPLbTHCnHQ+hLbhb91MfugjohQ+5C9q7djV3Xz054FkK8yXcXbkVZtLhT5ikPpSY0iIgJYWx9v2kaB0rsCR8a8Vxq0muqpSpqaeJ+p5aVUtZwm2oW3KJ6tB1KqhKmppqJ+p5aVUtZwm2oW2M0+HYmRTuaI\/qIsHHULmebFs9+tcq8qZFkgLMcMrSPYStTXZSSCR2P3VsW2lSUBK1lZAAKiPn+dWg7xfZZGfWPkiVPuD14sVretLKluI9t1pwpK1uJCRtZKd7BA8nxV5VraazVadbqbcvEtvHvt5NzR2K7Lrdbbl4lt4hcvGZFKUqotFKUoBSlKAV0\/VxTIMQSGy8E9i32HYD99fOqSy+IjxigF4Nq9vf+1rx\/8A7Wj8a7Y3Cw7GJyrvDic1vZehi5tvSlokJd+sUXULSo6DPskdd\/YQRok1Fq9X8q1jefMbRhcvOEZ+u13ybpUTMveNowuW5wjeQuIA2VDW9Vx7zf8Atj\/OtL8dv0+Th1r40F2lHMm+T3ZTtrU8v6pEFMhbhWob2GvbIOz9p2B\/KrIxK\/2hz078jOjIbW5lzUSeUoZdf\/VWmBcAFFxRWU9Ne3rqkEDW6kfVeKfDe\/CmNtyB9b4o8N7+Upjbc9CA4g60oefjz81yFBW9H4rSiHj2VWjFeYZU2ebFlGBTbVlttt0Bby7Yw3Hhlxtxr3DtYkBEhDqSSkKSPyKlTx361VY\/jd04M5gxa02u82di8XZN7s6ZUl66ylLefcCiPtQA42hKR8BuqdLrKtRX2uiMN7+sf6LNHr69VX2OiMN78NqPvhm4dK01\/wCD7+lB\/wDyB43\/APDLf\/tRnBv6TuLdLVJl82ccXGI3PYMuP+gpZSuP3HudikBRHTt4BBJ1oj5F5pm5HZOt7rpkXCDDdjsS5rDLstz2mEOOBKnV9SrqgH+I9UqOh50CfxXmb6jLfylH5O5K4CwFWVQblbrpN58gX2NOWpbjUezdUQozI2pSFXQpbCN6AB0CRurytN0y7mOLgvOWLX5Fjkcm80Tp1hmmMX3I1khWebAjhTDpKEuKTEecI8p7Pk+aA9CKV5z5L6x+b7VasWtcXMycnQ1713920RWYU9lF5dhLUwC0txbnRAKkoKEtj7lHzWxHpeyS+T+TuZ8WyTlORfpdkyl5DNnksstuQ4ygkodSEpCuit9R\/d+3990BseCD8GutyVGZdbYdfbQ47v20KUAV6+dD81odxf6jM2xm7cN2e4XaOiyZqpENyy2aNHXNVNemSwZDkdaC79L0bQVOtLAb9tZUNa3ljliXbrB6iLRkzdwtORzHpFotKsblh1M+AVOuKTMg6ISpOl9l+Ov2K7K2kJqbVaj5ahVxOUv+5JNZqvlKFXEy0vz\/AH7I2cDiFfCgdfzrramRX1OIYkNOKaPVYQsEpP7HXxWlzOE8oTrVmfI2HtKhqtT+WstvR5zrsy5vKkOtso9kgIQG\/JB2T4AGqq7W\/gYRYZHEU1SricKuLmUGI64pCSIetyPOkP8AvA67aPzUC6pVCdVEe+\/2xn1MxdZrhOq3Ex5y0+MZjz+Tcn3W9b7DX77rlK0r\/hUDr9q0d41sMheNZ1ac5t8eLMcwVm82iPGfeLcn22HiJiSpfb3gtWlAAAED53WyfpltEC2cHYdKiRyh+62aFPmuKWpSn5C2Ed3FFRJ2dDdUaTW16mpJ0xhvfhxwU6LqFzV1pOjtTTe+cOODKNKUrQNUUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlREi6SZc42q0sL0WlKcnaBaZPwEjf8at78fA15\/agO+feosGZGtuluzJfYtMoGz1SPKlH4Sn4Gz+TVPbrPId+nn5GqPLuEdxx1ooRpuOV+NNg\/kJ+3sfJBV8diKqrVambVFbYDrsh1KdLkPK7OOHeyVH\/H8fFV1AUN2tEa8RFRX3HmVHSkPML6OtqBBCkq\/kQDo7B15BHiqNV4k2l91OQJZaiqfbaiSkE9Vd\/GnB\/cPbxv48j+dTVfLjbbqC26hK0K8FKhsH\/dQHPzXNQZh3Oxud7WFzosiV3eYdd+6OhXyWifkA+ep\/c6IqSt1zg3aN9Xb5KXmu6myR4KVpOlJUD5SoEaIPkUBVUpSgFKUoBSlKAVE3vE8ZySMuHfsft9wYdUFLbkxkOBRB2Cdj5BFS1Y6k8+caxZ92hO3OYUWQvpmy0W99UVtbKO7rYeCOilpSfKQd\/iuV2u3SouNZ5ON65aoUXWknyX4zboEZSVsQmG1ISEpUlsAgDwBuibbbklRTAjArGlaaT9w\/Y+PNY8tXqO4hvGPT8li5R7cW2e39S1IjOsyE+5\/q9MrSFq7\/AN3Q8\/ivpPqF4w\/Rbxe3bpOYTYXY7FwiPW2Q3MZU+pKWf9HKPcIWpQAIT58\/tXwtTp\/Fa53Ry+c0sf5087r\/ALwZGUwwrv2ZQfcT0XtI+5P7H9x5P+dfaUpQkJQkJSBoADQArEt09U3DVoxljLpd9nG2OyXoTjjVrkuKiyGi2FNPoSgqZX\/bN6SsAnsNbrIuLZNbMwsMXI7OmUIcwKLQlRnI7ukqKT2bcAUnyk\/I+PNfdF+1dcUVJv0OlvUWbr7bdSb3w\/BLUpXw46011LriUdj1HY62f2rqdzgx45e+pLDZe6e37hSO3Xe+u\/nW\/wAV8tw4jTbbTUVlCGSS2lKAAg+fIH4+T8fvVJdcisNjk22FebxEhP3iSYcBt91KFSnw0t0ttg\/xKDbTi9D8IUfxVHiubY1mcR+Zj9yQ+mNNn291KgULS9DluxJH2q0eqX2HUhWtHrsEgg0BKKttuWUqVb4xKAQklpPjZ2dePyfNdjcSK08uQ1GaQ67\/ABuJQApX+J+TXEabDmNqdiS2X0IUUKU24FBKh8gkfBFfCLlbnFOJbnx1FlPdwB1JKE\/ufPgf40ATbrel1t9MCOHGRptYaT2QP2B14+T\/AJ12KiRVviSuM0p1I0HCgFQ\/3\/NRs3L8Vtv6aZ2RW5gXiV9FbyuSgCU\/0Wv22zv7ldG3FaH4Sf2qnsOc4vklrdvVuuiEw2blNtCnJKSxuVFkuRnkAL1vTrLgBHhQGxsEGgiSdQ022koQ2lKSSSANAk\/NdTUGEx39mIy37g0vq2B2H89fNHJ0Jl1Ed6Ywh1xQShCnAFKUfgAfk+DUNlueYrhOPXjKL\/dmmoNgjKmXAtbdcZaSNkltG1f7tV5CPIRN\/TRthX07ewnoD0H8P7f4fyr7QhDaA22hKUpGglI0AKs7JeXcHxW22O53SfJWMlANqjxobr8mUPa90lDKElZAR5Pjx+ahLj6j+I7RkTOMXTI3Isx1uK6pbsN5LDIkjbAddKejZX+Aog78Vyq1FmhxVUl7nCvVWLT7a60n9\/cydSsdSOf+L4uQOY69fHg4zcRaHZYhPGE3N\/8Ap1SevtBwHwUlWwfHzVNG9R\/EsrJZWJt398XGLIeiFK4L6UOvtDa2mllPVxYH91JJNefNWJjvXG5587ptviLjdbmTqVj3AOduP+TLzJsWKPXZ2VDCvf8AqbRJjIbKdbSVuISkK8jxvdZCrpbuUXV3UOV6HW1dovU99tpr0FKUr7OgpSlAKUpQClKUApSlAKUq0lctcYpy9WAKz2xDJEFIVavrm\/qQSNge3veyAaAu2uibNh22G\/cbjLZixYrann33lhDbTaRtSlKPhIABJJ8AVaeP8z8S5XKvULGuR8ducjHELcuzUW4NuKgpSCVF0A\/YAAdk\/GqhrtzXwMhV1nXzljFzGsD8Nicy\/c2PZgyVr7MFY34cUooKexOihBSAdkgXg81csgdkRX21Q7M5HShKgtTcmQpXlXxotICfH+2ST4QEjvLRIkaBGahw2EMsMIDbbaE6ShIGgAPwAKt2\/cocc4tdbRYsjziyW24X4hNsjSZraHJhJAHtgn7tkjWv3q6KAUpUVk+U43hdkk5Jlt9g2e1Q0FciZNfSy02kfkqUQBQErSteeefWTg\/FOBYllmDm155Lzu9s2PH2Yl5YjxX3V7KnXJCiUttIAAUvRAUtG9A7GfbbIlS7dFlToKoUl5lDj0ZS0rLKykFSCpJKVEHY2CQdeKAqajZdmDktifAluQ32lqW4G9FuQFDRS4n4V8AgjSgR4OioGSpQEVa72ZKmLfd2G7fdnG3HDCLwc7pbUErcaUNe42CpB3oEBxHdKCrrUrWMOQ+WbNZs4tvGMHC71lORyIDt5SxbEtIMGMOzXvqedWhLZV2WgEK392v7w3RP86CykY+nBMvvF3gY7BvsuP7UZMtLTxUgh1PdCQ6koUVhICQd6\/apqtZZpbTq2xs9yOrX6ehul1bONnvExtuZcpWDMf8AVbYr3j9izCXx3ldpx2\/zmoMa6zG44jpLiilK1lLpIT3HXevkisicd8lWrkpq7zbFAmIgWu4u21uY8E+1MU34WtogklIVtPnR2D4r21q7N5pUVS2e2ddp9Q1Tbqlv+c\/Yu+lKVQVitUst4h5JvGR5fGwfFZ+P2q\/wri3cor10aXb7jJcSQw+038trUQkrPj+fxW1tKm1Omp1SVNTiOCTV6OjWUqmttRwa0Xb01Xi1YTbLza3ncizSLLs0ucbi8ge8xCHiK0UgIATs9SfkgbNd12405H5HumT5jNxwYwu+ScdYjRfqmzMbZgzEvPPqWAUBQCldAdn7B4rZCmxU9XTLNS7VKXHs1PPlklXR9PUu1Slx6w1PM5ZrHkPA2fv8G8i8awo0eddb3lybxBnvS\/7S4xzLive7IJ8JdShpTZAABDSdDzV4cxelLEea8ray+\/ci8lWOS1CbhCNjmUPW+KUoUtQWWkDRWe5BV+QE\/tWbaVTY01Gnc0cJfht\/7K9No7elf0cJeyba\/rNWf+T043\/6a+c\/\/H0r\/wBq+U\/0e3HrE23z43MvMrrkCaxNSibmciQ0stLCgkoUNHetVtRSqCswH6puI08gPcZZCxx2\/mbmH5QZEmA1dFQnVQn4ElhSgvukfbIVDcJJ31aVrwVA4Tyz0g8yozWBmPGMljHrzcF8l\/rN0TdV7IusqU7ZiW9kKSj3W1lCRpCypRHbZO9FKA1I9HvCfJHHHHmbWfKbNPs11ulvjw0R3HWxGfmtxnEOSmih1w9nFqBU4epVpJ1usYWv0kc9YHYLdMx2wwptwm8fyLZlcd+9OPfql2+uS432JcSVgMdwnSkp3pJ8E16DUoDzvw30j8l2nBoErPeKzfv0zk9zIrdjsO9fSfTWaTblMrbbCHvbZ1J9lwoCjoIUQfuVu6uUPTvy3dbiw7kOAucgY86vNUwLEi9iOm13K5Xx2Tb7ktZUOwTDc9vxssnegCa3mpQGg+QekDnW5Wqbe1vpm5nbW8GRYbm7fHCplcFtKLs4OyuoUvR+5QKl7PnydwMj0seo\/JOSc5vysOttlh3iy5BaXCzcAhFzdkL3DW4VPLU7oa+5YSEEkAAV6K7FNigMDcu8bXy7cbYha7biVxn5Pj8Ntu33C2XJEZ21zQwhAcKleFtFSfuGjtKf51b1g9NuY5hl97uPMt6eetd3tWOt3KJDdb9q8S4aCp0PDr2ShLyUkdSOwUqtmq5qK5oLV678Wv8AHjZrPOH\/AMjOu9Ms373xbkv08PDWecPz9tjVe\/cV8oXrA7lwOcPQiJMyhy7Iyb6xstLiLuf1fd1H8Ze6kpI8\/A81WYrwNndjz63ZZcYzdwhtZrcrqq3vS0+zFjvIAamNADZeB2CkkjX7Vs5Sua6Za7lU25UR9lsjkuj2O6mptt0xHollLbMepYXF+I3nF7pmku7NNobveQPXCJ0WFFTKkpAJ\/Y+D4q\/aUq21bVqlUI0rVqmzQqKdkKUpXQ6ClKUApSlAKUpQClKUBwfivLXimbbrn6gWJk60M3G5SOQMlYxptLUcrj3H2ikPze6vqzHT1GuyQn7vtOq9S6iY2JYrCuq79Dxm1MXN3fea3DbS+rfztwDsd\/40B5+ce+kXnx7LMqy\/JMQg26feOMMjxKUoOwI7Eq7y1bZUw3GQnrHI8d3Nr8bJ+Kr1+g7LvZcbTx5iR7enF\/CNERzvMyslEk\/b\/GAT\/pX8Q3816FUoDztX6QuUYt6tluzzDb3ltnu2CYrjjps12t7BtMmBFDUhhS5DS1+z7gLocaUk9lfkgEehVuhpt1vjW9D7zyYrKGQ48vs4sJSB2Ur8qOtk\/vVRSgFYD9YXF+UcmYrhDmNYZBy5GJ5tb8kuVhlvIbRcITDT6XG09\/tWvbiSlCvtURo+N1nylAaCRPRrmt\/teM3R\/ibGLC0rn5HIkixKdYcFtxxyM009HPgpK1qYbWthH2b0ANIGt+6UoBXB81zSgMG5bi2fYVzy7zBiWLHJ7Xe8eRZZ8JqShuTHfbeC23EFfj2ynwQPyCT+KlIOE5lN5Qvmd3O1x4bN5wmJavaTJSstzg66txvx8pHuAdvg1l6uCAfmo1oqFVMuJbjG7mfE+WZ\/\/nW+6e5xLqjEJtOfE5lvcwNjHDGRsekyNxBfrfGVfmLS7HS2l8FCJPurW2pLg+CNpPYfFZM4mxE4Lx1YMVcioYfgQ0NyEpV229ra1FX94lRJ3+au6lfdrS27NSrp3VKp9kdbOitWKlXTuqVT7IUpSqSs6pK3W4zrjDfuOpQooRvXZQHgf51qo16ms\/tmB5DfciumOwsrtUqMzLxqdaJEVyzIdf8Ab9xa1PD6hrrpXuI0nZH3aIra15oPsrZK1o7pKeyDpSd\/kH8GsQP+mHDbn9bIyTKssvtwmsw4v19wnNKfajxnQ620koaSlQKwCpS0qWrXlVQ6y3qLjXwHGH\/MMzeoWdVda+WcYfmFlYePKf3X6ZZeNc88ncgXJrCMWVjaZkq5y2I2UoiOrt8qCw2lSn47HuErV3WEeXevgn+VQl49VWZY2RY8gmY\/b5Fqyq5Y5dr4u0ypUctxo4eS+iIy77g32CVDuoDyrwAa2Az7jG0Z69aLg9eLxZrpYpCpFvuNqfQ2+yVJ6rSQ4hba0qGthaFDx41UHY\/T3glhlY\/coz91fuFhuUu7qmyX0LfuMuSypp12Urp\/aEpV411A0APA1UtWm1k9qr958Y8c75mfUir0fUJ7abnGZ8YxHO+ZmPPFgQuYOar1hnF+WNMYtZnOQZrFtXEk29+T7CnGpDyJSFoko22tpltQaI7J9zyokarr5x9cvFXpsyuFx9yZaMtuN8dtbFxdfsVk96KoLUtHgqd2k9m1nqSdAjyaybZuDsOsOP4njECVdfoMLvDl6taXZIcUlxQkANLUU7U0gSVhI8EBCAVHR3kOrNJau203dcvHmfCn9yaGisXrSbv1S3HmfCn9yaWf8rN6av8A7T5O\/wDDaf8A5q77d\/SsenK6XSBaYuJ8m+7cJjENsnGSrS3XAhJ6ocUtXlQ+1KVKPwlKjoHcyuCkHRIB18VYXlicqcu2ziq2WGfLxu83t7I7mbXCh29URl33BEkS1KWuY+w02hLMR4kqWDsAaJNY8j+szAVq45M\/EMitjfKDFukWT62bZkP+3Oe9uOpcUTzJUClTbqi004EIcT2IUlaU9XrG9POX+orH8QsOO3CzJg2G+Lu1xg3B36dUsfSPsNe2+uNLaR0U8SUuRHOwP2qbKdqiMB9GCo71oznlXlbJLznjyrJcMoetS2ItsvFwtbynIa1MlkrCG0qS0UoU2hwNJdLaXT2AFU\/65sG\/WlWK2cU8k3N5Tt3ajuMW+C21JNscUiaW1PS29pQEFfY6Ck\/w7UFJHRcP6Qb0\/wALJMbxliTdZkjJIltmNLQIjIYROWERwpD8ht11Wz9wjoe6jydCr0jelbjeJMt89qffvetv6\/7RMlohX6uXDK7D2\/OvdV01rWhvt53HYn6RcR4+mWqZx3yPn2NCBbYNqmMwp8Vxq6sRF7a+oQ\/GcCVa2hSmPaKknRP5oCX5f9S2LcP3qRj8rDssyWdb8clZbc0WOLHUi32lhRSuQ65JfZb8lDnVtClOK9tWk6HmwOC\/UXk\/NHqb5Qx+D9anj7EcesMqyFpqGY0v9QZVJTMdcC1SCp5rRZSjTYaQv3UodKQb+5h9MmGcyX05HdMoyywTZVjfxi6Gxz22UXS0uud1xH0OtOJCdlzS2w25p1Y76OhL8b8A8f8AFObZdnOGMS4j+ZQ7LAlQezYhxWLXGVGiojtpQC2A0rRBUoeBrXxQFqYryTyflOLXzl5qdj7GLMJuQtdpMB1cl1uOtbaHnH\/dT1UpbZJb6EBOvO\/NUMflPl+48h4RiMS4YmxEzHHzfw45aJLjkVKENqW1sSgFklZ0rQ148Grzh8B2C3Sbu3bsuyuNZby9Lkv2JE5swUPSUFLq0AtlwAlSlhBcKAo7CfgCWhcQ4vByfF8sZk3EzcSs67JBCnUFtcdSUpJcHXZX9g8ggfPispafVVKnuqfic75z7NbIxKdLrKlT31NRE\/U85zHCa2Xgs3i\/lvkLNs9l4ReMXgwF4yiQjIZKEv8AQyC6UxkxysBJC2x7hPZWgpI\/nWaqhLNiNssd9vmQw3JCpN\/eaelJcUChKm2ktp6AAEDSRvZPn\/KpurdNbuW6IuuXL\/Hj9b+po6S1dtW4vVdzl\/jx+t\/WRSlKoKhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBXGxXNa98lT7Ld+fY2Jcn3\/8AR8UYx1c6197kYbUqcXejhUoKG1IRopBP96uGovfApTjdpcfsm1Wo+WoVUTLS4WeWbB7H702P3rSnke3tXPBebrm3f7s6cVuUJVlkNXJ0dEKZZTvaVfcCk7\/Yk7q58z42veKXLDsV4+yO5QbXyXFRZbuXZzi3mC1\/pS32lqJIWpgSGvGvlP7VG+otS1RKXry3Sv2jPfValLVuUo881OleOV+GbYUrAvMtz9Y1oyiLB9P+F4BdcZbt7Qcfv90eYkiUFLC0hKUkFHUN6O97KqsL+s39Jt\/0X8N\/\/wB6R\/8AHWmbJtvStSI2U\/0kyb9YU3rjXixq0uXWO3clwLs886mIVf2p0pI0An8jzvXioH1d4NytyVzb\/VniOLdE5FHw+DKtl2Zv64EaySDcX+0h1obD\/ZCCkJ18gfigN1aVphbvWPnUPLUYBfG7EzfG+cWeOhAdV1lu2JcUrE8NEhZ7L66cA6HsB+asrD\/U9zPyzwPOznOpFlRZ824zyS+QIFqacjSIEq1TWobhL4V2UHfe7jWuhToUB6CUrR3k71ZZha+brrxZBvsWXZJaZ9hcgohNsPwnhbPfS8HvdLyz2UPPtpRo+CSKo\/6PPm3kW6wcI4syTJLdltsm4QL0mTEPeVZHUSFN\/TzllSlKcc\/iT20dCgN7qUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKiWcuxSRdlWBjJ7S5c0KUhUJE1svpUPkFsHtsfkaqWrzlxX095py56ismyixY5j1mt2KcxzLzMy1MtYu7jbDgUq3pbSAC054CiT8D4+aA9Gq+XHENILjiglCRtSidAD9zWinCHqqz3LInAmMZFmcZ\/LMlyrLIOW27okSWo8Nq4mMh5seWCC0wQFAFXUkb0dWf6d+eOe8omcK5jmXKEi9wOWMVyw3KyvQWkRorlrD\/suNdRsrWWwVk\/I8fFAeitvuNvu0Nq42qdHmRXhtt+O6lxtY3raVJJB8j8VTxsgsky8TMei3WM7c7ehtyXEQ4C6yhwbQpSfkAj4ry9u3qN5EgemniyRhfIE\/E8gjYpOySUzCXDt9ulBE1xCG+rqSp4nWvZZ8+STqu3mnkrOsX5Y5S5axjl\/+qWTQsHw27Rba200RkEpbaAqN0X9y0\/2hPRvz5G\/FAeptKobHKkTbLAmyxp+RFadcGtaUpAJ8fjyarqAVHXfHbDf0tovdnhz0tKC2xIZS51IO9jY8VI0rxpVKGeVUqpRUilNrthadYNvje29r3Ee0nqvXxsa812rixnFNLWw2osHbRKR9h1rx+3jxXbSnauB2peBSlK9PRXWGGA8ZIZR7pSEFzqOxSDsDfzrZPiuylARJxLFzenMjOPW43V32+80xkF5XTfTa9b+3Z1+26g8\/wCKcU5Dw6Tgl0Zeg2mYlLUhFtcMVa2PdS44x2b0Q2516rSNdgSDV5UoCITiGKouj17TjttFwkhKXpX0yPdcCRpIKtbOgSK+rTi2NWCTKm2OwW+A\/NKTIcjR0Nqd0NDsUgb1UrSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFdTMWNGLhjx22i6suOFCAnuo\/Kjr5P867aUBEw8Sxe33GTd4OPW6POmPfUSJLcZCXHXevXupQGyevjf7VH5XgdryTE7hi0B5diVMgvwo8+3MtJkQQ6kpUtnskpSryT8EH8g1c1KAx1xxwJxtxrx9i3HNusTFygYfGMa2v3NpEh9HYlS19iPBUpSidaHnwAKuu44XiN3kR5V0xm2S3oi0uMOPRULU0pI0kpJHjQ8CpqlAcAAAADQFc0pQH\/\/2Q==' alt='semantic analysis definition' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='400px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>Subsequent work by others[20], [21] also clarified and promoted this approach among linguists. Second, it is useful to know what types of events or states are being mentioned and their semantic roles, which is determined by our understanding of verbs and their senses, including their required arguments and typical modifiers. For example, the sentence \u201cThe duck ate a bug.\u201d describes an eating event that involved a duck as eater and a bug as the thing that was eaten. These correspond to individuals or sets of individuals in the real world, that are specified using (possibly complex) quantifiers. A summary of the contribution of the major theoretical approaches is given in Table 2.<\/p>\n<\/p>\n<p><p>Measuring the similarity between these vectors, such as cosine similarity, provides insights into the relationship between words and documents. Semantics (from Ancient Greek \u03c3\u03b7\u03bc\u03b1\u03bd\u03c4\u03b9\u03ba\u03cc\u03c2 (s\u0113mantik\u00f3s)&nbsp;&#8216;significant&#8217;)[a][1] is the study of reference, meaning, or truth. The term can be used to refer to subfields of several distinct disciplines, including philosophy, linguistics and computer science.<\/p>\n<\/p>\n<ul>\n<li>These models assign each word a numeric vector based on their co-occurrence patterns in a large corpus of text.<\/li>\n<li>Jeans and denims, however, represent no more than different (but synonymous) names for the same denotational category.<\/li>\n<li>Second, it is useful to know what types of events or states are being mentioned and their semantic roles, which is determined by our understanding of verbs and their senses, including their required arguments and typical modifiers.<\/li>\n<li>It helps capture the tone of customers when they post reviews and opinions on social media posts or company websites.<\/li>\n<\/ul>\n<p><p>A classifier that describes what kind of situation you&#8217;re talking about, so the word for \u2018one\u2019, followed by the classifier for box, and then \u2018lightbulb\u2019. Note that because there is no inflection in Mandarin for plural, you don\u2019t say \u2018one box of light bulbs\u2019, instead you use different phrasing to say \u2018this is a specific grouping  of lightbulbs\u2019. Instead of tacking on additional information by phrases in Mandarin and other East and Southeast Asian languages, you use a classifier, in this case, the one that means box. Therefore, I&#8217;m going to give you a little bit more richness, as it were, with respect to semantic features. Specifically, why it&#8217;s so important when we are doing any kind of linguistic analysis on a language.<\/p>\n<\/p>\n<p><h2>Why Use Semantic Analysis<\/h2>\n<\/p>\n<p><p>Stay on top of the latest developments in semantic analysis, and gain a deeper understanding of this essential linguistic tool that is shaping the future of communication and technology. IBM\u2019s Watson provides a conversation service that uses semantic analysis (natural language understanding) and deep learning to derive meaning from unstructured data. It analyzes text to reveal the type of sentiment, emotion, data category, and the relation between words based on the semantic <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis definition<\/a> role of the keywords used in the text. According to IBM, semantic analysis has saved 50% of the company\u2019s time on the information gathering process. Semantic analysis, a natural language processing method, entails examining the meaning of words and phrases to comprehend the intended purpose of a sentence or paragraph. Additionally, it delves into the contextual understanding and relationships between linguistic elements, enabling a deeper comprehension of textual content.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>What is Semantic Analysis Semantic Analysis Definition from MarketMuse Blog Semantic-enhanced machine learning tools are vital natural language processing components that boost decision-making and improve the overall customer experience. This chapter will consider how to capture the meanings that words and structures express, which is called semantics. A reason to do semantic processing is that people can use a variety of expressions to describe the same situation. Having a semantic representation allows us to generalize away from the specific words and draw insights over the concepts to which they correspond. In the actual practice of relational semantics, \u2018relations of that kind\u2019 specifically include\u2014next to synonymy and antonymy\u2014relations of hyponymy (or subordination) and hyperonymy (or superordination), which are both based on taxonomical inclusion. The major research line in relational semantics involves the refinement and extension of this initial set of relations. The most prominent contribution to this endeavor after Lyons is found in Cruse (1986). ML &#038; Data Science For both of these examples, you have a count noun and you have a mass noun, and then in each case you have a different type of classifier that goes with it. If you want to talk about only having one book, you do not in Mandarin say \u2018one book\u2019; you say \u2018one-the classifier that means that this is a countable thing-book\u2019. However, if you&#8217;re talking about something that needs more specification\u2014meaning, you need to specify the quantity of some grouping or mass of that item\u2014then you need to use a specific quantify. What is Employee Sentiment Analysis? Definition from TechTarget &#8211; TechTarget What is Employee Sentiment Analysis? Definition from TechTarget. Posted: Tue, 08 Feb 2022 05:40:02 GMT [source] As such, Cdiscount was able to implement actions aiming to reinforce the conditions around product returns and deliveries (two criteria mentioned often in customer feedback). Semantic Analysis &#8211; Key takeaways The intended result is to replace the variables in the predicates with the same (unique) lambda variable and to connect them using a conjunction symbol (and). The lambda variable will be used to substitute a variable from some other part of the sentence when combined with the conjunction. Four broadly defined theoretical traditions may be distinguished in the history of word-meaning research. Semantic analysis allows for a deeper understanding of user preferences, enabling personalized recommendations in e-commerce, content curation, and more. Thus, the ability of a machine to overcome the ambiguity involved in identifying the meaning of a word based on its usage and context is called Word Sense Disambiguation. Understanding these terms is crucial to NLP programs that seek to draw insight from textual information, extract information and provide data. According to IBM, semantic analysis has saved 50% of the company\u2019s time on the information gathering process. For instance, the so-called identity test involves \u2018identity-of-sense anaphora.\u2019 Thus, at midnight the ship passed the port, and so did the bartender is awkward if the two lexical meanings of port are at stake. It is a collection of procedures which is called by parser as and when required by grammar. Semantic analysis methods will provide companies the ability to understand the meaning of the text and achieve comprehension and communication levels that are at par with humans. Semantic analysis employs various methods, but they all aim to comprehend the text\u2019s meaning in a manner comparable to that of a human. These applications include improved comprehension of text, natural language processing, and sentiment analysis and opinion mining, among others. Thanks to machine learning and natural language processing (NLP), semantic analysis includes the work of reading and sorting relevant interpretations. Artificial intelligence contributes to providing better solutions to customers when they contact customer service. Today, machine learning algorithms and NLP (natural language processing) technologies are the motors of semantic analysis tools. As we enter the era of \u2018data explosion,\u2019 it is vital for organizations to optimize this excess yet valuable data and derive valuable insights to drive their business goals. Semantic analysis allows organizations to interpret the meaning of the text and extract critical information from unstructured data. While early versions of CycL were described as being a frame language, more recent versions are described as a logic that supports frame-like structures and inferences. Cycorp, started by Douglas Lenat in 1984, has been an ongoing project for more than 35 years and they claim that it is now the longest-lived artificial intelligence project[29]. The method typically starts by processing all of the words in the text to capture the meaning, independent of language. In parsing the elements, each is assigned a grammatical role and the structure is analyzed to remove ambiguity from any word with multiple meanings. On the one hand, the third and the fourth characteristics take into account the referential, extensional structure of a category. In particular, they consider the members of a category; they observe, respectively, that not all referents of a category are equal in representativeness for that category and that the denotational boundaries of a category are not always determinate. On the other hand, these two aspects (centrality and nonrigidity) recur on the intensional level, where the definitional rather than the referential structure of a category is envisaged. For one thing, nonrigidity shows up in the fact that there is no single necessary and sufficient definition for a prototypical concept. Prototypical categories exhibit degrees of category membership; not every member is equally representative for a category. Prototypical categories cannot be defined by means of a single set of criterial (necessary and sufficient) attributes. Under the terms of the licence agreement, an individual user may print out a single article for personal use (for details see Privacy Policy and Legal Notice). Semantic analysis employs various methods, but they all aim to comprehend the text\u2019s meaning in a manner comparable to that of a human. This can entail figuring out the text\u2019s primary ideas and themes and their connections. Subsequent work by others[20], [21] also clarified and promoted this approach among linguists. Second, it is useful to know what types of events<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[163],"tags":[],"class_list":["post-5684","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"_links":{"self":[{"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/posts\/5684","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/comments?post=5684"}],"version-history":[{"count":0,"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/posts\/5684\/revisions"}],"wp:attachment":[{"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/media?parent=5684"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/categories?post=5684"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/autoono.sa\/index.php\/wp-json\/wp\/v2\/tags?post=5684"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}