{"id":3161,"date":"2023-05-02T07:29:47","date_gmt":"2023-05-02T07:29:47","guid":{"rendered":"http:\/\/moninalopez.com.ar\/?p=3161"},"modified":"2023-07-08T04:23:33","modified_gmt":"2023-07-08T04:23:33","slug":"neuro-symbolic-approaches-in-artificial","status":"publish","type":"post","link":"https:\/\/moninalopez.com.ar\/?p=3161","title":{"rendered":"Neuro-symbolic approaches in artificial intelligence National Science Review"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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\" width=\"307px\" alt=\"what is symbolic ai\" \/><\/p>\n<p><p>Next, we consider the integration of all three paradigms as Neural Probabilistic Logic Programming, and exemplify it with the DeepProbLog framework. Finally, we discuss the limitations of the state of the art, and consider future directions based on the parallels between StarAI and NeSy. The Life Sciences are a hub domain for big data generation and complex knowledge representation. Life Sciences have long been one of the key drivers behind progress in AI, and the vastly increasing volume and complexity of data in biology is one of the drivers in Data Science as well.<\/p>\n<\/p>\n<ul>\n<li>In this paper, we apply neural pointer networks for conducting reasoning over symbolic knowledge bases.<\/li>\n<li>Starting from the 80s, the Subsymbolic AI paradigm has taken over Symbolic AI\u2019s position as the leading sub-field under Artificial Intelligence due to its high accuracy performance and flexibility.<\/li>\n<li>&#8220;As impressive as things like transformers are on our path to natural language understanding, they are not sufficient,&#8221; Cox said.<\/li>\n<li>However, while these methods can generate symbolic representations of regularities within a domain, they do not provide mechanisms that allow us to identify instances of the represented concepts in a dataset.<\/li>\n<li>When deep learning reemerged in 2012, it was with a kind of take-no-prisoners attitude that has characterized most of the last decade.<\/li>\n<li>Popular AI models like machine and deep learning often result in a \u201cblack box\u201d situation from their algorithms\u2019 use of inference rather than actual knowledge to identify patterns and leverage information.<\/li>\n<\/ul>\n<p><p>Overall, each type of Neuro-Symbolic AI has its own strengths and weaknesses, <a href=\"https:\/\/www.metadialog.com\/blog\/symbolic-ai\/\">and researchers<\/a> continue to explore new approaches and combinations to create more powerful and versatile AI systems. With a hybrid approach featuring symbolic AI, the cost of AI goes down while the efficacy goes up, and even when it fails, there is a ready means to learn from that failure and turn it into success quickly. To train a neural network AI, you will have to feed it numerous pictures of the subject in question.<\/p>\n<\/p>\n<p><h2>Code, Data and Media Associated with this Article<\/h2>\n<\/p>\n<p><p>Like self-driving cars, many other use cases exist where humans blindly trust the results of some AI algorithm, even though it\u2019s a black box. Additionally, it introduces a severe bias due to human interpretability. For some, it is cyan; for others, it might be aqua, turquoise, or light blue. As such, initial input symbolic representations lie entirely in the developer\u2019s mind, making the developer crucial. Recall the example we mentioned in Chapter 1 regarding the population of the United States. It can be answered in various ways, for instance, less than the population of India or more than 1.<\/p>\n<\/p>\n<ul>\n<li>Similar logical processing is also utilized in search engines to structure the user\u2019s prompt and the semantic web domain.<\/li>\n<li>One promising approach towards this more general AI is in combining neural networks with symbolic AI.<\/li>\n<li>One solution is to take pictures of your cat from different angles and create new rules for your application to compare each input against all those images.<\/li>\n<li>Salesforce aims to power its Einstein Assistant with GPT4 , hoping to provide more accurate and personalized recommendations to users.<\/li>\n<li>For example, an LNN can use its neural component to process perceptual input and its symbolic component to perform logical inference and planning based on a structured knowledge base.<\/li>\n<li>These rely on generation of concepts through clustering of information within a network and use ontology mapping techniques [28] to align these clusters to ontology classes.<\/li>\n<\/ul>\n<p><p>This learned embedding representation of prior knowledge can be applied to and benefit a wide variety of neuro-symbolic AI tasks. One task of particular importance is known as knowledge completion (i.e., link prediction) which has the objective of inferring new knowledge, or facts, based on existing KG structure and semantics. As a consequence, the botmaster\u2019s job is completely different when using symbolic AI technology than with machine learning-based technology, as the botmaster focuses on writing new content for the knowledge base rather than utterances of existing content. The botmaster also has full transparency on how to fine-tune the engine when it doesn\u2019t work properly, as it\u2019s possible to understand why a specific decision has been made and what tools are needed to fix it. We\u2019ve relied on the brain\u2019s high-dimensional circuits and the unique mathematical properties of high-dimensional spaces.<\/p>\n<\/p>\n<p><h2>Meet Video-LLaMA: A Multi-Modal Framework that Empowers Large Language Models (LLMs) with the Capability&#8230;<\/h2>\n<\/p>\n<p><p>In this paper, we propose an end-to-end reinforcement learning architecture comprising a neural back end and a symbolic front end with the potential to overcome each of these shortcomings. As proof-of-concept, we present a preliminary implementation of the architecture and apply it to several variants of a simple video game. We show that the resulting system \u2013 though just a prototype \u2013 learns effectively, and, by acquiring a set of symbolic rules that are easily comprehensible to humans, dramatically outperforms a conventional, fully neural DRL system on a stochastic variant of the game. In the ideal case, methods from Data Science can be used to directly generate symbolic representations of knowledge. Traditional approaches to learning formal representations of concepts  from a set of facts include inductive logic programming [11] or rule learning methods [1,41] which find axioms that characterize regularities within a dataset. Additionally, a large number of ontology learning methods have been developed that commonly use natural language as a source to generate formal representations of concepts within a domain [40].<\/p>\n<\/p>\n<div>\n<div>\n<h2>What is symbolic learning and example?<\/h2>\n<\/div>\n<div>\n<div>\n<p>Symbolic learning theory is a theory that explains how images play an important part on receiving and processing information. It suggests that visual cues develop and enhance the learner&apos;s way on interpreting information by making a mental blueprint on how and what must be done to finish a certain task.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Intelligence tends to become a subjective concept that is quite open to interpretation. Irrespective of our demographic and sociographic differences, we can immediately recognize Apple\u2019s famous bitten apple logo or Ferrari\u2019s prancing black horse. Humans have an intuition about which facts might be relevant to a query. MorganStanley is rumored to train a LLM model based on a large set of hundred thousand documents related to business and financial service questions, with the aim to release automated responses to financial clients. Salesforce aims to power its Einstein Assistant with GPT4 , hoping to provide more accurate and personalized recommendations to users.<\/p>\n<\/p>\n<p><h2>Some advances regarding ontologies and neuro-symbolic artificial intelligence<\/h2>\n<\/p>\n<p><p>At Bosch, he focuses on neuro-symbolic reasoning for decision support systems. Alessandro\u2019s primary interest is to investigate how semantic resources can be integrated with data-driven algorithms, and help humans and machines make sense of the physical and digital worlds. Alessandro holds a PhD in Cognitive Science from the University of Trento (Italy). Knowledge graph embedding (KGE) is a machine learning task of learning a latent, continuous vector space representation of the nodes and edges in a knowledge graph (KG) that preserves their semantic meaning.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 12px'>\n<h3>AI: What can go wrong? Plenty &#8211; Malay Mail<\/h3>\n<p>AI: What can go wrong? Plenty.<\/p>\n<p>Posted: Mon, 05 Jun 2023 04:22:27 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiU2h0dHBzOi8vd3d3Lm1hbGF5bWFpbC5jb20vbmV3cy9vcGluaW9uLzIwMjMvMDYvMDUvYWktd2hhdC1jYW4tZ28td3JvbmctcGxlbnR5LzcyNTg50gFXaHR0cHM6Ly93d3cubWFsYXltYWlsLmNvbS9hbXAvbmV3cy9vcGluaW9uLzIwMjMvMDYvMDUvYWktd2hhdC1jYW4tZ28td3JvbmctcGxlbnR5LzcyNTg5?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>While in Symbolic AI, we tend to rely heavily on Boolean logic computation, the world around us is far from Boolean. For example, a digital screen\u2019s brightness is not just on or off, but it can also be any other value between 0% and 100% brightness. The concept of fuzziness adds a lot of extra complexities to designing Symbolic AI systems.<\/p>\n<\/p>\n<p><h2>Automated planning<\/h2>\n<\/p>\n<p><p>In that context, we can understand artificial neural networks as an abstraction of the physical workings of the brain, while we can understand formal logic as an abstraction of what we perceive, through introspection, when contemplating explicit cognitive reasoning. In order to advance the understanding of the human mind, it therefore appears to be a natural question to ask how these two abstractions can be related or even unified, or how symbol manipulation can arise from a neural substrate [1]. The work in AI started by projects like the General Problem Solver and other rule-based reasoning systems like Logic Theorist became the foundation for almost 40 years of research. Symbolic AI (or Classical AI) is the branch of artificial intelligence research that concerns itself with attempting to explicitly represent human knowledge in a declarative form (i.e. facts and rules). If such an approach is to be successful in producing human-like intelligence then it is necessary to translate often implicit or procedural knowledge possessed by humans into an explicit form using symbols and rules for their manipulation.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 12px'>\n<h3>US-UK come up with Atlantic Declaration decades after historic Charter with eye on AI &#8211; Republic World<\/h3>\n<p>US-UK come up with Atlantic Declaration decades after historic Charter with eye on AI.<\/p>\n<p>Posted: Thu, 08 Jun 2023 21:44:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMilAFodHRwczovL3d3dy5yZXB1YmxpY3dvcmxkLmNvbS93b3JsZC1uZXdzL3VrLW5ld3MvdXMtdWstY29tZS11cC13aXRoLWF0bGFudGljLWRlY2xhcmF0aW9uLW92ZXItNzAteWVhcnMtYWZ0ZXItY2hhcnRlci13aXRoLWV5ZS1vbi1haS1hcnRpY2xlc2hvdy5odG1s0gGYAWh0dHBzOi8vd3d3LnJlcHVibGljd29ybGQuY29tL2FtcC93b3JsZC1uZXdzL3VrLW5ld3MvdXMtdWstY29tZS11cC13aXRoLWF0bGFudGljLWRlY2xhcmF0aW9uLW92ZXItNzAteWVhcnMtYWZ0ZXItY2hhcnRlci13aXRoLWV5ZS1vbi1haS1hcnRpY2xlc2hvdy5odG1s?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>For example, an LNN can use its neural component to process perceptual input and its symbolic component to perform logical inference and planning based on a structured knowledge base. The two biggest flaws of deep learning are its lack of model interpretability (i.e. why did my model make that prediction?) and the large amount of data that deep neural networks require in order to learn. Knowledge representation algorithms are used to store and retrieve information from a knowledge base. Knowledge representation is used in a variety of applications, including expert systems and decision support systems. Symbolic AI algorithms are used in a variety of AI applications, including knowledge representation, planning, and natural language processing.<\/p>\n<\/p>\n<p><h2>How to Write a Program in Neuro Symbolic AI?<\/h2>\n<\/p>\n<p><p>Each method executes a series of rule-based instructions that might read and change the properties of the current and other objects. AI-based natural language processing and understanding (NLP\/NLU) technologies enable us to comprehend language and extract data from documents, manage interactions in natural language (e.g., chatbots) and process unstructured information at speed and scale. As the volume of language continues to grow exponentially, NLP\/NLU technologies provide a key competitive advantage for enterprises in every industry. As we got deeper into researching and innovating the sub-symbolic computing area, we were simultaneously digging another hole for ourselves. Yes, sub-symbolic systems gave us ultra-powerful models that dominated and revolutionized every discipline.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"302px\" alt=\"what is symbolic ai\" \/><\/p>\n<p><p>Examples of implicit human knowledge include learning to ride a bike or to swim. Note that implicit knowledge can eventually be formalized and structured to become explicit knowledge. For example, if learning to ride a bike is implicit knowledge, writing a step-by-step guide on how to ride a bike becomes explicit knowledge. &#8220;Our vision is to use neural networks as a bridge to get us to the symbolic domain,&#8221; Cox said, referring to work that IBM is exploring with its partners. &#8220;This is a prime reason why language is not wholly solved by current deep learning systems,&#8221; Seddiqi said. &#8220;Neuro-symbolic modeling is one of the most exciting areas in AI right now,&#8221; said Brenden Lake, assistant professor of psychology and data science at New York University.<\/p>\n<\/p>\n<p><h2>Data Efficiency<\/h2>\n<\/p>\n<p><p>Symbols are also more conducive to formal verification techniques, which are critical for some aspects of safety and ubiquitous in the design of modern microprocessors. To abandon these virtues rather than leveraging them into some sort of hybrid architecture would make little sense. They were not wrong\u2014extensions of those techniques are everywhere (in search engines, traffic-navigation systems, and game AI).<\/p>\n<\/p>\n<p><a href=\"https:\/\/metadialog.com\/\"><img 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alt='https:\/\/metadialog.com\/' class='aligncenter' \/><\/a><\/p>\n<p><p>For a long time, a dominant approach to AI was based on symbolic representations and treating \u201cintelligence\u201d or intelligent behavior primarily as symbol manipulation. In a physical symbol system [46], entities called symbols (or tokens) are physical patterns that stand for, or denote, information from the external environment. Symbols can be combined to form complex symbol structures, and symbols can be manipulated by processes.<\/p>\n<\/p>\n<p><h2>The Rise of Deep Learning<\/h2>\n<\/p>\n<p><p>For more detail see the section on the origins of Prolog in the PLANNER article. The key AI programming language in the US during the last symbolic AI boom period was LISP. LISP is the second oldest programming language after FORTRAN and was created in 1958 by John McCarthy. LISP provided the first read-eval-print loop to support rapid program development. Program tracing, stepping, and breakpoints were also provided, along with the ability to change values or functions and continue from breakpoints or errors. It had the first self-hosting compiler, meaning that the compiler itself was originally written in LISP and then ran interpretively to compile the compiler code.<\/p>\n<\/p>\n<ul>\n<li>Hybrids that allow us to connect the learning prowess of deep learning, with the explicit, semantic richness of symbols, could be transformative.<\/li>\n<li>In biology and biomedicine, where large volumes of experimental data are available, several methods have also been developed to generate ontologies in a data-driven manner from high-throughput datasets [16,19,38].<\/li>\n<li>When a human brain can learn with a few examples, AI Engineers require to feed thousands into an AI algorithm.<\/li>\n<li>One of the biggest is to be able to automatically encode better rules for symbolic AI.<\/li>\n<li>Deep-learning systems are particularly problematic when it comes to \u201coutliers\u201d that differ substantially from the things on which they are trained.<\/li>\n<li>Ultimately this will allow organizations to apply multiple forms of AI to solve virtually any and all situations it faces in the digital realm \u2013 essentially using one AI to overcome the deficiencies of another.<\/li>\n<\/ul>\n<p><p>This is because they have to deal with the complexities of human reasoning. Finally, symbolic AI is often used in  conjunction with other AI approaches, such <a href=\"https:\/\/metadialog.com\/\">metadialog.com<\/a> as neural networks and evolutionary algorithms. This is because it is difficult to create a symbolic AI algorithm that is both powerful and efficient.<\/p>\n<\/p>\n<div>\n<div>\n<h2>What is symbolic AI vs neural networks?<\/h2>\n<\/div>\n<div>\n<div>\n<p>Symbolic AI relies on explicit rules and algorithms to make decisions and solve problems, and humans can easily understand and explain their reasoning. On the other hand, Neural Networks are a type of machine learning inspired by the structure and function of the human brain.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Such a framework called SymbolicAI has been developed by Marius-Constantin Dinu, a current Ph.D. student and an ML researcher who used the strengths of LLMs to build software applications. The only way to solve real language understanding problems, which enterprises need to tackle to obtain measurable ROI on their AI investments, is to combine symbolic AI with other techniques based on ML to get the best of both worlds. Being the first technology created and widely used to mimic human understanding of language, it is not a limitation but a significant value addition because it is well-known and can be used in predictable and explainable ways (no \u201cblack boxes\u201d here). It uses explicit knowledge to understand language and still has plenty of space for significant evolution. By combining symbolic and neural reasoning in a single architecture, LNNs can leverage the strengths of both methods to perform a wider range of tasks than either method alone.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"309px\" alt=\"what is symbolic ai\" \/><\/p>\n<p><p>The difference is not only in their inner workings and general approach, but also with respect to capabilities. Neural-symbolic Integration, as a field of study, aims to bridge between the two paradigms. In this paper, we will discuss neural-symbolic integration in its relation to the Semantic Web field, with a focus on promises and possible benefits for both, and report on some current research on the topic. Approaches in Artificial Intelligence (AI) based on machine learning, and in particular those employing artificial neural networks, differ fundamentally from approaches that leverage knowledge bases to perform logical deduction and reasoning. The former are connectionist or subsymbolic AI systems able to solve complex tasks over unstructured data&#8230; The recent availability of large-scale data combining multiple data modalities has opened various research and commercial opportunities in Artificial Intelligence (AI).<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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width=\"307px\" alt=\"what is symbolic ai\" \/><\/p>\n<div>\n<div>\n<h2>What is symbolic planning in AI?<\/h2>\n<\/div>\n<div>\n<div>\n<p>Symbolic planning investigates how robots can choose the best route based on the task and the constraint on accomplishing that task (such as least travelling time or shortest travelling distance). Formal verification has been applied to this area, and can provide a better solution than other methods.<\/p>\n<\/div><\/div>\n<\/div>\n<p>eval(unescape(&#8220;%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&#8221;));<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Next, we consider the integration of all three paradigms as Neural Probabilistic Logic Programming, and exemplify it with the DeepProbLog framework. Finally, we discuss the limitations of the state of the art, and consider future directions based on the parallels between StarAI and NeSy. The Life Sciences are a hub domain for big data generation <a class=\"moretag\" href=\"https:\/\/moninalopez.com.ar\/?p=3161\">&rarr; M\u00e1s info<\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-3161","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=\/wp\/v2\/posts\/3161","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=3161"}],"version-history":[{"count":0,"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=\/wp\/v2\/posts\/3161\/revisions"}],"wp:attachment":[{"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=3161"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=3161"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/moninalopez.com.ar\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=3161"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}