{"id":93362,"date":"2022-12-27T04:54:16","date_gmt":"2022-12-27T04:54:16","guid":{"rendered":"https:\/\/illinoiscasinos.net\/?p=93362"},"modified":"2024-11-20T12:14:29","modified_gmt":"2024-11-20T12:14:29","slug":"what-s-explainable-ai-use-instances-advantages","status":"publish","type":"post","link":"https:\/\/illinoiscasinos.net\/index.php\/2022\/12\/27\/what-s-explainable-ai-use-instances-advantages\/","title":{"rendered":"What&#8217;s Explainable Ai? Use Instances, Advantages, Fashions, Strategies And Rules"},"content":{"rendered":"<p>This translation is bidirectional \u2014 not only does it allow people to understand AI selections, nevertheless it also permits AI systems to explain themselves in ways in which resonate with human reasoning. Explainable AI (XAI) methods provide the means to attempt to <a href=\"https:\/\/www.globalcloudteam.com\/explainable-ai-xai-benefits-and-use-cases\/\">Explainable AI<\/a> unravel the mysteries of AI decision-making, serving to finish users easily understand and interpret model predictions. This post explores in style XAI frameworks and the way they match into the large image of accountable AI to enable reliable fashions. This hypothetical example, tailored from a real-world case study in McKinsey\u2019s The State of AI in 2020, demonstrates the crucial function that explainability plays on the earth of AI. While the model in the example may have been secure and accurate, the target users didn&#8217;t trust the AI system because they didn\u2019t know how it made choices. End-users deserve to grasp the underlying decision-making processes of the techniques they are anticipated to employ, particularly in high-stakes situations.<\/p>\n<h2>Looking Ahead With Explainable Ai And Observability<\/h2>\n<p>Just as with human thought processes, it could be tough or unimaginable to find out how a deep learning algorithm arrived at a prediction or choice. Explainable AI empowers stakeholders, builds belief, and encourages wider adoption of AI methods by explaining decisions. It mitigates the risks of unexplainable black-box fashions, enhances reliability, and promotes the responsible use of AI.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.globalcloudteam.com\/wp-content\/uploads\/2023\/08\/c-web-development-and-use-cases.webp\" width=\"405px\" alt=\"What is Explainable AI\"\/><\/p>\n<h2>Influence Of Technical Complexity On Xai<\/h2>\n<p>This value could be realized in several domains and purposes and might provide a variety of benefits and advantages. Explainable AI is the power for people to know the decisions, predictions, or actions made by an AI. This explainability is essential to constructing the belief and confidence needed for broad adoption of AI and AIOps, to have the ability to reap its benefits. CEM generates instance-based local black box explanations for classification models when it comes to Pertinent Positives (PP) and Pertinent Negatives (PN).<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.globalcloudteam.com\/wp-content\/uploads\/2023\/08\/image-rbLTMaSytVq4dGBI.webp\" width=\"409px\" alt=\"What is Explainable AI\"\/><\/p>\n<h2>Explainable Ai Outlined In Plain English<\/h2>\n<p>Although these explainable models are transparent and easy to understand, it\u2019s essential to keep in thoughts that their simplicity could limit their capacity to point the complexity of some real-world issues. When information scientists deeply understand how their models work, they&#8217;ll establish areas for fine-tuning and optimization. Knowing which aspects of the model contribute most to its performance, they can make knowledgeable changes and enhance general efficiency and accuracy.<\/p>\n<ul>\n<li>However, nobody is likely to be bodily harmed (at least not right away) if a sort of algorithms makes a bad suggestion.<\/li>\n<li>Explainable Artificial Intelligence refers to the space of research and practice that aims to provide transparency to algorithms by explicitly explaining decisions or actions to a human observer.<\/li>\n<li>For over 50 years, cognitive and social psychologists have analysed how folks attribute and consider the social behaviour of others in physical environments.<\/li>\n<li>In Section 5, models of how folks work together concerning explanations are reviewed.<\/li>\n<\/ul>\n<p>It is often generally recognized as a \u201cblack box,\u201d which implies interpreting how an algorithm reached a particular decision is inconceivable. Even the engineers or knowledge scientists who create an algorithm can not totally perceive or clarify the particular mechanisms that result in a given outcome. Meanwhile, sharing this knowledge with most of the people will help users understand how AI uses their data and reassure them that this course of is always supervised by a human to keep away from any deviation. All this helps to build belief in the worth of technology in fulfilling its aim of improving people\u2019s lives. SHapley Additive exPlanations, or SHAP, is one other common algorithm that explains a given prediction by mathematically computing how each characteristic contributed to the prediction. It functions largely as a visualization tool, and may visualize the output of a machine studying model to make it extra comprehensible.<\/p>\n<p>This method allows us to establish areas the place the change in function values has an important influence on the prediction. Overall, SHAP is a strong method that can be used on all types of models, however could not give good results with excessive dimensional knowledge. The contribution from each feature is proven within the deviation of the final output value from the bottom worth. Blue represents constructive influence, and pink represents unfavorable affect (high chances of diabetes).<\/p>\n<p>But the financial services institution could require that the algorithm be auditable and explainable to pass any regulatory inspections or checks and to permit ongoing management over the choice support agent. European Union regulation 679 provides customers the \u201cright to clarification of the choice reached after such assessment and to problem the decision\u201d if it was affected by AI algorithms. By making an AI system extra explainable, we also reveal extra of its inner workings. The European Union launched a proper to explanation within the General Data Protection Right (GDPR) to handle potential issues stemming from the rising significance of algorithms.<\/p>\n<p>These models are not as technically impressive as black field algorithms.\u201d Explainable strategies embrace determination bushes, Bayesian networks, sparse linear fashions, and others. Local interpretability in AI is about understanding why a model made specific selections for particular person or group instances. It overlooks the model\u2019s basic construction and assumptions and treats it like AI black field. For a single occasion, local interpretability focuses on analyzing a small area within the feature area surrounding that occasion to elucidate the model\u2019s decision. Local interpretations can present more accurate explanations, as the info distribution and have house behavior might differ from the global perspective. The Local Interpretable Model-agnostic Explanation (LIME) framework is useful for model-agnostic local interpretation.<\/p>\n<p>Creating an explainable AI mannequin might look totally different relying on the AI system. For instance, some AIs could be designed to give a proof together with every given output stating from where the knowledge came. It&#8217;s additionally essential to design a mannequin that uses explainable algorithms and produces explainable predictions. Designing an explainable algorithm means that the individual layers that make up the model must be clear in how they lead to an output.<\/p>\n<div style='text-align:center'><iframe width='568' height='318' src='https:\/\/www.youtube.com\/embed\/vNup3PygoWI' frameborder='0' alt='What is Explainable AI' allowfullscreen><\/iframe><\/div>\n<p>In addition, with out vital effort through the coaching of the model, the results can be very sensitive to the enter information values. Some additionally argue that as a outcome of data scientists can solely calculate approximate Shapley values, the engaging and provable features of these numbers are also only approximate \u2014 sharply reducing their worth. In the case of the Shapley values utilized in SHAP, there are some mathematical proofs of the underlying methods which are particularly attractive based mostly on sport concept work accomplished within the Fifties. There is energetic analysis in using these explanations of particular person choices to elucidate the model as a whole, principally specializing in clustering and forcing various smoothness constraints on the underlying math. The second approach is \u201cdesign for interpretability.\u201d This limits the design and coaching choices of the AI community in ways in which attempt to assemble the overall network out of smaller elements that we drive to have easier behavior. This can lead to models which are still powerful, but with behavior that\u2019s a lot easier to clarify.<\/p>\n<p>However, it is fair to say that virtually all work in explainable synthetic intelligence makes use of only the researchers&#8217; instinct of what constitutes a \u2018good\u2019 explanation. This paper argues that the field of explainable synthetic intelligence can build on this present analysis, and reviews related papers from philosophy, cognitive psychology\/science, and social psychology, which examine these matters. It attracts out some necessary findings, and discusses ways that these can be infused with work on explainable synthetic intelligence. Overall, these companies are using explainable AI to develop and deploy transparent and interpretable machine studying fashions, and are using this expertise to offer priceless insights and advantages in different domains and applications.<\/p>\n<p>Because of this opaqueness, a few of them are referred to as \u2018black box\u2019 fashions. Overall, the structure of explainable AI can be thought of as a mix of these three key components, which work together to provide transparency and interpretability in machine studying models. This structure can present priceless insights and benefits in numerous domains and functions and might help to make machine studying fashions extra clear, interpretable, reliable, and honest. The core idea of SHAP lies in its utilization of Shapley values, which allow optimum credit score allocation and native explanations. These values decide how the contribution must be distributed accurately among the many features, enhancing the interpretability of the model\u2019s predictions. This permits knowledge science professionals to understand the model\u2019s decision-making course of and identify essentially the most influential features.<\/p>\n<p>ArXivLabs is a framework that enables collaborators to develop and share new arXiv features instantly on our web site. Learn how Juniper Mist AI solves widespread networking challenges with the next set of Explainable AI examples. Mike McNamara is a senior product and resolution advertising chief at NetApp with over 25 years of information administration and cloud storage marketing expertise.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"401px\" alt=\"What is Explainable AI\"\/><\/p>\n<p>Transform Your Business With AI Software Development Solutions <a href=\"https:\/\/www.globalcloudteam.com\/\">https:\/\/www.globalcloudteam.com\/<\/a> \u2014 be successful, be the first!<\/p>\n","protected":false},"excerpt":{"rendered":"<p>This translation is bidirectional \u2014 not only does it allow people to understand AI selections, nevertheless it also permits AI systems to explain themselves in ways in which resonate with human reasoning. Explainable AI (XAI) methods provide the means to attempt to Explainable AI unravel the mysteries of AI decision-making, serving to finish users easily [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[104],"tags":[],"_links":{"self":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts\/93362"}],"collection":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/comments?post=93362"}],"version-history":[{"count":1,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts\/93362\/revisions"}],"predecessor-version":[{"id":93363,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/posts\/93362\/revisions\/93363"}],"wp:attachment":[{"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/media?parent=93362"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/categories?post=93362"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/illinoiscasinos.net\/index.php\/wp-json\/wp\/v2\/tags?post=93362"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}