{"id":187,"date":"2024-09-09T18:49:08","date_gmt":"2024-09-09T16:49:08","guid":{"rendered":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/?p=187"},"modified":"2024-10-29T14:33:54","modified_gmt":"2024-10-29T13:33:54","slug":"what-is-symbolic-artificial-intelligence","status":"publish","type":"post","link":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/?p=187","title":{"rendered":"What is Symbolic Artificial Intelligence?"},"content":{"rendered":"<p><h1>Symbolic AI v s Non-Symbolic AI, and everything in between? by Rhett D&#8217;souza DataDrivenInvestor<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"302px\" alt=\"symbolic ai\" \/><\/p>\n<p><p>Pushing performance for NLP systems will likely be akin to augmenting deep neural networks with logical reasoning capabilities. The power of neural networks is that they help automate the process of generating models of the world. This has led to several significant milestones in artificial intelligence, giving rise to deep learning models that, for example, could beat humans in progressively complex games, including Go and StarCraft. But it can be challenging to reuse these deep learning models or extend them to new domains.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 11px'>\n<h3>AI GETS AN UPGRADE IN VIDEO GAMES &#8211; VFX Voice &#8230; &#8211; VFX Voice<\/h3>\n<p>AI GETS AN UPGRADE IN VIDEO GAMES &#8211; VFX Voice &#8230;.<\/p>\n<p>Posted: Wed, 04 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiO2h0dHBzOi8vd3d3LnZmeHZvaWNlLmNvbS9haS1nZXRzLWFuLXVwZ3JhZGUtaW4tdmlkZW8tZ2FtZXMv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>No one has ever arrived at the prompt that will be used in the final application (or content) at the first attempt, we need a process and a strong understanding of the data behind it. Creating personalized content demands a wide range of data, starting with training data. To fine-tune a model, we need high-quality content and data points that can be utilized within a prompt.  Each prompt should comprise a set of attributes and completion that we can rely on. Unstructured data is any type of data that does not have a predefined structure, such as text, images, and videos. This data type can be difficult to understand and process using traditional methods.<\/p>\n<\/p>\n<p><h2>What Are the Most Popular Use Cases for Symbolic and Hybrid Approach?<\/h2>\n<\/p>\n<p><p>Customer service has evolved significantly over the years, particularly in the digital age. With advancements in technology and changing consumer behaviors, modern customer service has adapted to meet these new demands. In this article, we will explore five key characteristics of modern customer service. In today&#8217;s digital age, businesses are more focused than ever on providing exceptional customer experiences. One crucial aspect of measuring customer satisfaction is the use of CSAT metrics.<\/p>\n<\/p>\n<div>\n<div>\n<h2>What does it mean in symbolic form?<\/h2>\n<\/div>\n<div>\n<div>\n<p>A sentence written in symbolic form uses symbols and logical connectors to represent the sentence logically.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Take O\u2019Reilly with you and learn anywhere, anytime on your phone and tablet. Companies like IBM are also pursuing how to extend these concepts to solve business problems, said David Cox, IBM Director of MIT-IBM Watson AI Lab. Contact centers and call centers are both important components of customer service operations, but they differ in various aspects. In this article, we will explore the differences between contact centers and call centers and understand their unique functions and features.<\/p>\n<\/p>\n<p><h2>The Case for Symbolic AI in NLP Models<\/h2>\n<\/p>\n<p><p>For example, in natural language processing, symbolic AI techniques are used to parse and understand the structure and meaning of sentences, enabling machines to comprehend and generate human-like language. Symbolic AI, also known as Good Old-Fashioned Artificial Intelligence (GOFAI), is an approach to artificial intelligence that focuses on using symbols and symbolic manipulation to represent and reason about knowledge. This approach was dominant in the early days of AI research, from the 1950s to the 1980s, before the rise of neural networks and machine learning.<\/p>\n<\/p>\n<p><p>The full value of Neuro-Symbolic AI isn\u2019t just in its elimination of the training data or taxonomy building delays that otherwise impede Natural Language Processing applications, cognitive search, or conversational AI. Nor is it only in the ease of generating queries and bettering the results of constraint systems, all of which it inherently does. The real reason for the adoption of composite AI is that, as Marvin Minsky alluded to in his&nbsp;society of mind metaphor, human intelligence is comprised of numerous systems (analogous to diverse society members or machines) working together to produce intelligent behavior. Similarly, AI requires an assortment of approaches and techniques working in conjunction to solve the myriad business problems organizations regularly apply to it.<\/p>\n<\/p>\n<p><p>The second framework is connectionism, the approach that intelligent thought can be derived from weighted combinations of activations of simple neuron-like processing units. Deep learning is incredibly adept at large-scale pattern recognition and at capturing complex correlations in massive data sets, NYU&#8217;s Lake said. In contrast, deep learning struggles at capturing compositional and causal structure from data, such as understanding how to construct new concepts by composing old ones or understanding the process for generating new data. Despite these challenges, symbolic AI continues to be an active area of research and development. It has evolved and integrated with other AI approaches, such as machine learning, to create hybrid systems that combine the strengths of both symbolic and statistical methods. Researchers investigated a more data-driven strategy to address these problems, which gave rise to neural networks\u2019 appeal.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"304px\" alt=\"symbolic ai\" \/><\/p>\n<p><p>This is the kind of AI that masters complicated games such as Go, StarCraft, and Dota. But <a href=\"https:\/\/www.metadialog.com\/blog\/symbolic-ai\/\">symbolic ai<\/a> starts to break when you must deal with the messiness of the world. For instance, consider&nbsp;computer vision, the science of enabling computers to make sense of the content of images and video. Say you have a picture of your cat and want to create a program that can detect images that contain your cat. You create a rule-based program that takes new images as inputs, compares the pixels to the original cat image, and responds by saying whether your cat is in those images. Symbolic AI, on the other hand, has already been provided the representations and hence can spit out its inferences without having to exactly understand what they mean.<\/p>\n<\/p>\n<p><h2>Problem solver<\/h2>\n<\/p>\n<p><p>These are examples of how the universe has many ways to remind us that it is far from constant. Furthermore, the final representation that we must define is our target objective. For a logical expression to be TRUE, its resultant value must be greater than or equal to 1.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"302px\" alt=\"symbolic ai\" \/><\/p>\n<p><p>Below is a quick overview of approaches to knowledge representation and automated reasoning. Alain Colmerauer and Philippe Roussel are credited as the inventors of Prolog. Prolog is a form of logic programming, which was invented by Robert  Kowalski. Its history was also influenced by Carl Hewitt&#8217;s PLANNER, an assertional database with pattern-directed invocation of methods. For more detail see <a href=\"https:\/\/www.metadialog.com\/blog\/symbolic-ai\/\">the section<\/a> on the origins of Prolog in the PLANNER article. Pairing these two historical pillars of AI is essential to maximizing investments in these technologies and in data themselves.<\/p>\n<\/p>\n<p><h2>A Novel Understanding of Legal Syllogism as a Starting Point for better Legal Symbolic AI Systems<\/h2>\n<\/p>\n<p><p>While we prioritize maintaining a good relationship between humans and technology, it\u2019s evident that user expectations have evolved, and content creation has fundamentally changed already. For the enterprise, the bottom line for AI is how well it improves the business model. While there are many success stories detailing the way AI has helped automate processes, streamline workflows and otherwise boost productivity and profitability, the fact is that a vast majority of AI projects fail. In case of a failure, managers invest substantial amounts of time and money breaking the models down and running deep-dive analytics to see exactly what went wrong. By bridging the divide between spoken or written communication and the digital language of computers, we gain greater insight into what is happening within intelligent technologies \u2013 even as those technologies gain a firmer grasp of what humans are saying and doing. &#8220;There have been many attempts to extend logic to deal with this which have not been successful,&#8221; Chatterjee said.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"302px\" alt=\"symbolic ai\" \/><\/p>\n<p><p>For example, the fact that two concepts are disjoint can provide crucial information about the relation between two concepts, but this information can be encoded syntactically in many different ways. For model-theoretic languages, it is also possible to analyze the model structures instead of the statements entailed from a knowledge graph. While there are usually infinitely many models of arbitrary cardinality [60], it is possible to focus on special (canonical) models in some languages such as the Description Logics ALC. These model structures can then be analyzed instead of syntactically formed graphs, and for example used to define similarity measures [13]. For almost any type of programming outside of statistical learning algorithms, symbolic processing is used; consequently, it is in some way a necessary part of every AI system.<\/p>\n<\/p>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n<\/p>\n<ul>\n<li>In case of a failure, managers invest substantial amounts of time and money breaking the models down and running deep-dive analytics to see exactly what went wrong.<\/li>\n<li>The book also pointed to animal studies showing, for example, that bees can generalize the solar azimuth function to lighting conditions they had never seen.<\/li>\n<li>Since the representations and rules are explicitly defined, it is possible to understand and explain the reasoning process of the AI system.<\/li>\n<li>In those cases, rules derived from domain knowledge can help generate training data.<\/li>\n<li>We want to further extend its creativity to visuals (Image and Video AI subsystem), enhancing any multimedia asset and creating an immersive user experience.<\/li>\n<\/ul>\n<div>\n<div>\n<h2>Is LLM a NLP?<\/h2>\n<\/div>\n<div>\n<div>\n<p>A large language model (LLM) is a deep learning algorithm that can perform a variety of natural language processing (NLP) tasks. Large language models use transformer models and are trained using massive datasets &#x2014; hence, large. This enables them to recognize, translate, predict, or generate text or other content.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Symbolic AI v s Non-Symbolic AI, and everything in between? by Rhett D&#8217;souza DataDrivenInvestor Pushing performance for NLP systems will likely be akin to augmenting deep neural networks with logical reasoning capabilities. The power of neural networks is that they help automate the process of generating models of the world. This has led to several [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-187","post","type-post","status-publish","format-standard","hentry","category-senza-categoria"],"_links":{"self":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts\/187","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=187"}],"version-history":[{"count":1,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts\/187\/revisions"}],"predecessor-version":[{"id":188,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts\/187\/revisions\/188"}],"wp:attachment":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=187"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=187"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=187"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}