{"id":6518,"date":"2023-04-11T09:07:41","date_gmt":"2023-04-11T07:07:41","guid":{"rendered":"https:\/\/qehaja-al.com\/?p=6518"},"modified":"2023-12-27T18:08:08","modified_gmt":"2023-12-27T17:08:08","slug":"a-beginner-s-guide-to-symbolic-reasoning-symbolic","status":"publish","type":"post","link":"https:\/\/qehaja-al.com\/index.php\/2023\/04\/11\/a-beginner-s-guide-to-symbolic-reasoning-symbolic\/","title":{"rendered":"A Beginner&#8217;s Guide to Symbolic Reasoning Symbolic AI &#038; Deep Learning Deeplearning4j: Open-source, Distributed Deep Learning for the JVM"},"content":{"rendered":"<p><h1>Symbolic AI vs  machine learning in natural language processing<\/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=\"301px\" alt=\"symbolic ai example\"\/><\/p>\n<p><p>If the knowledge is incomplete or inaccurate, the results of the AI system will be as well. The main limitation of symbolic AI is its inability to deal with complex real-world problems. Symbolic AI is limited by the number of symbols that it can manipulate and the number of relationships between those symbols. For example, a symbolic AI system might be able to solve a simple mathematical problem, but it would be unable to solve a complex problem such as the stock market. Symbolic AI has its roots in logic and mathematics, and many of the early AI researchers were logicians or mathematicians. Symbolic  are often based on formal systems such as first-order logic or propositional logic.<\/p>\n<\/p>\n<p><p>In the following example, we create a news summary expression that crawls the given URL and streams the site content through multiple expressions. The Trace expression allows us to follow the StackTrace of the operations and observe which operations are currently being executed. If we open the outputs\/engine.log file, we can see the dumped traces with all the prompts and results. For example, we can write a fuzzy comparison operation that can take in digits and strings alike and perform a semantic comparison. Often, these LLMs still fail to understand the semantic equivalence of tokens in digits vs. strings and provide incorrect answers. SymbolicAI&#8217;s API closely follows best practices and ideas from PyTorch, allowing the creation of complex expressions by combining multiple expressions as a computational graph.<\/p>\n<\/p>\n<ul>\n<li>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.<\/li>\n<li>These operations are specifically separated from the Symbol class as they do not use the value attribute of the Symbol class.<\/li>\n<li>They excel in tasks such as image recognition and natural language processing.<\/li>\n<li>Formal automata<\/p>\n<p>used for this purpose should be able to read expressions which belong to the basic<\/p>\n<p>level of a description and produce as their output expressions which are general-<\/p>\n<p>ized interpretations of the basic-level expressions.<\/li>\n<\/ul>\n<p><p>We present the details of the model, the algorithm  powering its automatic learning ability, and describe its usefulness in different use cases. The purpose of this paper is to generate broad interest to develop it within an open source project centered on the Deep Symbolic Network (DSN) model towards the development of general AI. The recent adaptation of deep neural network-based methods to reinforcement learning and planning domains has yielded remarkable progress on individual tasks. In pursuit of efficient and robust generalization, we introduce the Schema Network, an object-oriented generative physics simulator capable of disentangling multiple causes of events and reasoning backward through causes to achieve goals.<\/p>\n<\/p>\n<p><h2>Hybrid AI \u2013 Unleashing the \u2018Black Box\u2019 of AI<\/h2>\n<\/p>\n<p><p>This has led to <a href=\"https:\/\/www.metadialog.com\/blog\/symbolic-ai\/\">several significant<\/a> 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. So, as humans creating intelligent systems, it makes sense to have applications that have understandable and interpretable blocks\/processes in them.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"symbolic ai example\"\/><\/p>\n<p><p>This is why we need a middle ground \u2014 a broad AI that can multi-task and cover multiple domains, but which also can read data from a variety of sources (text, video, audio, etc), whether the data is structured or unstructured. It&#8217;s not just about fixing problems, but also about really understanding and caring for the person you&#8217;re helping. When someone comes to us with a problem, they want to be heard and understood, not just get a quick fix. It gives tips and examples so that every chat with a customer feels helpful and kind. Customer service is an essential aspect of any business, as it plays a crucial role in shaping a customer&#8217;s experience and perception. However, when it comes to Capital One, the banking and financial services corporation, it seems that many people are dissatisfied with their customer service.<\/p>\n<\/p>\n<p><h2>Hybrid AI for calculating the risk of running a clinical trial<\/h2>\n<\/p>\n<p><p>It\u2019s flexible, easy to implement (with the right IDE) and provides a high level of accuracy. It also performs well alongside machine learning in a hybrid approach \u2014 all without the burden of high computational costs. The two biggest flaws of deep learning are its lack of model interpretability (i.e. why did my model make that prediction?) and the amount of data that deep neural networks require in order to learn. A second flaw in symbolic reasoning is that the computer itself doesn\u2019t know what the symbols mean; i.e. they are not necessarily linked to any other representations of the world in a non-symbolic way. Again, this stands in contrast to neural nets, which can link symbols to vectorized representations of the data, which are in turn just translations of raw sensory data. So the main challenge, when we think about GOFAI and neural nets, is how to ground symbols, or relate them to other forms of meaning that would allow computers to map the changing raw sensations of the world to symbols and then reason about them.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is the difference between neuro symbolic AI and deep learning?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>In this view, deep learning best handles the first kind of cognition while symbolic reasoning best handles the second kind. Both are needed for a robust, reliable AI that can learn, reason, and interact with humans to accept advice and answer questions.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>A \u201cneural network\u201d in the sense used by AI engineers is not literally a network of biological neurons. Rather, it is a simplified digital model that captures some of the flavor (but little of the complexity) of an actual biological brain. Artificial intelligence has mostly been focusing on a technique called deep learning.<\/p>\n<\/p>\n<p><h2>What is Symbolic AI?<\/h2>\n<\/p>\n<p><p>The richly structured architecture of the Schema Network can learn the dynamics of an environment directly from data. We argue that generalizing from limited data and learning causal relationships are essential abilities on the path toward generally intelligent systems. Symbolic AI is a subfield of AI that deals with the manipulation of symbols. Symbolic AI algorithms are used in a variety of applications, including natural language processing, knowledge representation, and planning. One such project is the Neuro-Symbolic Concept Learner (NSCL), a hybrid  AI system developed by the MIT-IBM Watson AI Lab. For instance, in some cases, AI could do some or all of the above \u2013 although just because ML algorithms, for example, does well with certain needs and contexts, does not mean that it is the go-to method.<\/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=\"symbolic ai example\"\/><\/p>\n<p><p>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]. Not all data that a data scientist will be faced with consists of raw, unstructured measurements. In many cases, data comes as structured, symbolic representation with (formal) semantics attached, i.e., the knowledge within a domain. In these cases, the aim of Data Science is either to utilize existing knowledge in data analysis or to apply the methods of Data Science to knowledge about a domain itself, i.e., generating knowledge from knowledge. This can be the case when analyzing natural language text or in the analysis of structured data coming from databases and knowledge bases.<\/p>\n<\/p>\n<p><h2>Reconciling deep learning with symbolic artificial intelligence: representing objects and relations<\/h2>\n<\/p>\n<p><p>On a high level, Aristotle\u2019s theory of motion states that all things come to a rest, heavy things on the ground and lighter things on the sky, and force is required to move objects. It was only when a more fundamental understanding of objects outside of Earth became available through the observations of Kepler and Galileo that this theory on motion no longer yielded useful results. Machine learning is an application of AI where statistical models perform specific tasks without using explicit instructions, relying instead on patterns and inference. Machine learning algorithms build mathematical models based on training data in order to make predictions.<\/p>\n<\/p>\n<p><p>Our thinking process essentially becomes a mathematical algebraic manipulation of symbols. For example, the term Symbolic AI uses a symbolic representation of a particular concept, allowing us to intuitively understand and communicate about it through the use of this symbol. Then, we combine, compare, and weigh different symbols together or against each other. That is, we carry out an algebraic process of symbols \u2013 using semantics for reasoning about individual symbols and symbolic relationships.<\/p>\n<\/p>\n<p><p>With a symbolic approach, your ability to develop and refine rules remains consistent, allowing you to work with relatively small data sets. Symbolic AI algorithms are designed to deal with the kind of problems that require human-like reasoning, such as planning, natural language processing, and knowledge representation. Hybrid AI is the expansion or enhancement of AI models using machine learning, deep learning, and neural networks alongside human subject matter expertise to develop use-case-specific AI models with the greatest accuracy or potential for prediction. The distinction between symbolic (explicit, rule-based) artificial intelligence and subsymbolic (e.g. neural networks that learn) artificial intelligence was somewhat challenging to convey to non\u2013computer science students. And unlike symbolic AI, neural networks have no notion of symbols and hierarchical representation of knowledge. This limitation makes it very hard to apply neural networks to tasks that require logic and reasoning, such as science and&nbsp;high-school math.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"symbolic ai example\"\/><\/p>\n<p><p>Holistic process \u2013 We like to accompany our users through every phase of the process. From knowledge preparation for the knowledge graph to designing and training machine learning models, all of our work is documented and supported. The first approach is called symbolic AI, rule-based AI, or knowledge engineering, and the second approach can be called non-symbolic AI, or simply machine learning. Also, some tasks can\u2019t be translated to direct rules, including speech recognition and&nbsp;natural language processing. Minerva, the latest, greatest AI system as of this writing, with billions of \u201ctokens\u201d in its training, still struggles with multiplying 4-digit numbers. The Bosch code of ethics for AI emphasizes the development of safe, robust, and explainable AI products.<\/p>\n<\/p>\n<p><h2>Navigating the world of commercial open-source large language models<\/h2>\n<\/p>\n<p><p>Some examples are our daily caloric requirements as we grow older, the number of stairs we can climb before we start gasping for air, and the leaves on trees and their colors during different seasons. These are examples of how the universe has many ways to remind us that it is far from constant. So far, we have defined what we mean by Symbolic AI and discussed the underlying fundamentals to understand how Symbolic AI works under the hood. In the next section of this chapter, we will discuss the major pitfalls and challenges of Symbolic AI that ultimately led to its downfall. This chapter aims to understand the underlying mechanics of Symbolic AI, its key features, and its relevance to the next generation of AI systems. 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.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 15px;'>\n<h3>How Scientists Are Using AI to Talk to Animals &#8211; Scientific American<\/h3>\n<p>How Scientists Are Using AI to Talk to Animals.<\/p>\n<p>Posted: Tue, 07 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiWmh0dHBzOi8vd3d3LnNjaWVudGlmaWNhbWVyaWNhbi5jb20vYXJ0aWNsZS9ob3ctc2NpZW50aXN0cy1hcmUtdXNpbmctYWktdG8tdGFsay10by1hbmltYWxzL9IBY2h0dHBzOi8vd3d3LnNjaWVudGlmaWNhbWVyaWNhbi5jb20vYXJ0aWNsZS9ob3ctc2NpZW50aXN0cy1hcmUtdXNpbmctYWktdG8tdGFsay10by1hbmltYWxzLz9hbXA9dHJ1ZQ?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>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.<\/p>\n<\/p>\n<ul>\n<li>Programs were themselves data structures that other programs could operate on, allowing the easy definition of higher-level languages.<\/li>\n<li>But we also discuss the evil side of technology, the darker implications of new tech and what we need to look out for.<\/li>\n<li>In contrast, a multi-agent system consists of multiple agents that communicate amongst themselves with some inter-agent communication language such as Knowledge Query and Manipulation Language (KQML).<\/li>\n<li>There have been several efforts to create complicated symbolic AI systems that encompass the multitudes of rules of certain domains.<\/li>\n<\/ul>\n<p><p>All operations are inherited from this class, offering an easy way to add custom operations by subclassing Symbol while maintaining access to basic operations without complicated syntax or redundant functionality. Subclassing the Symbol class allows for the creation of contextualized operations with unique constraints and prompt designs by simply overriding the relevant methods. However, it is recommended to subclass the Expression class for additional functionality. In the example above, the causal_expression method iteratively extracts information, enabling manual resolution or external solver usage. In the example below, we can observe how operations on word embeddings (colored boxes) are performed.<\/p>\n<\/p>\n<p><p>The traditional view is that symbolic AI can be \u201csupplier\u201d to non-symbolic AI, which in turn, does the bulk of the work. Or alternatively, a non-symbolic AI can provide input data for a symbolic AI. The symbolic AI can be used to generate training data for the machine learning model.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"symbolic ai example\"\/><\/p>\n<p><p>This hybrid approach enables machines to reason symbolically while also leveraging the powerful pattern recognition capabilities of neural networks. Symbolic artificial intelligence is very convenient for settings where the rules are very clear cut, &nbsp;and you can easily obtain input and transform it into symbols. In fact, rule-based systems still account for most computer programs today, including those used to create deep learning applications.<\/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='405px'\/><\/figure>\n<p><\/a><\/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 and non-symbolic AI?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>comparison, once the symbolic approach requires the generation of a specific model for. each keyword, while the non-symbolic approach generates just one model for fulfilling. the task.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Symbolic AI vs machine learning in natural language processing If the knowledge is incomplete or inaccurate, the results of the AI system will be as well. The main limitation of symbolic AI is its inability to deal with complex real-world problems. Symbolic AI is limited by the number of symbols that it can manipulate and [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[106],"tags":[],"class_list":["post-6518","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.1 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>https:\/\/qehaja-al.com\/<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/qehaja-al.com\/index.php\/2023\/04\/11\/a-beginner-s-guide-to-symbolic-reasoning-symbolic\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"https:\/\/qehaja-al.com\/\" \/>\n<meta property=\"og:description\" content=\"Symbolic AI vs machine learning in natural language processing If the knowledge is incomplete or inaccurate, the results of the AI system will be as well. The main limitation of symbolic AI is its inability to deal with complex real-world problems. 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