{"id":17953,"date":"2022-05-27T00:40:09","date_gmt":"2022-05-27T03:40:09","guid":{"rendered":"http:\/\/espirita.feak.org\/?p=17953"},"modified":"2023-11-23T09:10:16","modified_gmt":"2023-11-23T11:10:16","slug":"machine-learning-what-s-the-difference-between","status":"publish","type":"post","link":"http:\/\/espirita.feak.org\/?p=17953","title":{"rendered":"machine learning What&#8217;s the difference between Reliability, Resiliency, and Robustness? Artificial Intelligence Stack Exchange"},"content":{"rendered":"<p>A robust model will continue to provide executives and managers with effective decision-making tools, and investors with accurate information on which to base their investment decisions. From the corporate executives of large multinational corporations to the franchise owner of the local burger restaurant, decision-makers need timely information presented to them in a model form that best reflects the activities of the business. Investors also use financial models to analyze and forecast the value of corporations to determine if they are viable prospective investments.<\/p>\n<p><a href=\"https:\/\/www.globalcloudteam.com\/glossary\/robustness\/\"><\/p>\n<figure><img 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' alt='what is robustness' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='405px'\/><\/figure>\n<p><\/a><\/p>\n<p>Instead, the developer will try to generalize such cases.[5] For example, imagine inputting some integer values. Some selected inputs might consist of a negative number, zero, and a positive number. When using these numbers to test software in this way, the developer generalizes the set of all reals into three numbers.<\/p>\n<p><h2>Better overall performance<\/h2>\n<\/p>\n<p>I saw some papers discuss different things (e.g. attacked model, fault model, noisy data, etc.) when they talk about these terms. Robust doesn\u2019t always mean big, but it always helps keep your company growing in that direction. The recent pandemic was only one of many examples of the type of crisis or shift that can demand robustness across entire industries. Whether you are reducing variability on a micro or macro scale, it\u2019s always better to think robust. The operator of a small food truck serves items like hotdogs, hamburgers and side items to customers at a popular location.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"what is robustness\"\/><\/p>\n<p>Every process in a successful Six Sigma company has some robust elements, but robustness is not the only element of a strong process. Achieving the right balance requires leaders to keep the full scope of their operations in view when investing in certain processes or prioritizing changes. In the world of investing, robust is a characteristic describing a model&#8217;s, test&#8217;s, or system&#8217;s ability to perform effectively while its variables or assumptions are altered. A robust concept will operate without failure and produce positive results under a variety of conditions.<\/p>\n<p><h2>Robust machine learning<\/h2>\n<\/p>\n<p>These examples are programmatically compiled from various online sources to illustrate current usage of the word &#8216;robust.&#8217; Any opinions expressed in the examples do not represent those of Merriam-Webster or its editors. Stack Exchange network consists of 183 Q&amp;A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers. Robustness isn\u2019t a complicated subject and it\u2019s one that often comes naturally from following basic best practices in research, development and implementation.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"what is robustness\"\/><\/p>\n<p>When applying the principle of redundancy to computer science, blindly adding code is not suggested. Blindly adding code introduces more errors, makes the system more complex, and renders it harder to understand.[6] Code that doesn&#8217;t provide any reinforcement to the already existing code is unwanted. The new code must instead possess equivalent functionality, so that if a function is broken, another providing the same function can replace it, using manual or automated software diversity. To do so, the new code must know how and when to accommodate the failure point.[4] This means more logic needs to be added to the system.<\/p>\n<p><h2>What&#8217;s the difference between Reliability, Resiliency, and Robustness?<\/h2>\n<\/p>\n<p>But as a system adds more logic, components, and increases in size, it becomes more complex. Thus, when making a more redundant system, the system also becomes more complex and developers must consider balancing redundancy with complexity. Even though the term is nebulous in general, the robustness of a process is usually quantifiable through analysis of operational performance and output cost or quality. A robust process is one that can handle variations in different types of input successfully. Process designers also need to identify critical process parameters (CPPs) for each key process based on the critical quality attributes. Processes that directly or greatly impact key attributes are the ones that need to be robust.<\/p>\n<p>Many models are based upon ideal situations that do not exist when working with real-world data, and, as a result, the model may provide correct results even if the conditions are not met exactly. Robustness describes the characteristics of a process, while reliability describes the process itself. In the context of the Machine Learning model, is there any clear definition of reliability, resiliency, and robustness of a model?<\/p>\n<p><div style='text-align:center'><iframe width='561' height='317' src='https:\/\/www.youtube.com\/embed\/4LN6P1JjRpc' frameborder='0' alt='what is robustness' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p>Very often, a trading model will function well in a specific market condition or time period. However, when market conditions change, or the model is applied to another time period or the future, the model fails horribly, and losses are realized. Business financial models focus mainly on the fundamentals of a corporation or business, such as revenues, costs, profits,&nbsp;and other financial ratios. A model is considered to be robust if its output and forecasts are consistently accurate even if one or more of the input variables or assumptions are drastically changed due to unforeseen circumstances. For example, a specific cost variable may sharply increase due to a severe decrease in supply resulting from a natural disaster.<\/p>\n<p>The best place to incorporate robustness is during the initial research and development phase. That\u2019s why it\u2019s important for businesses to understand their critical parameters and attributes as quickly as possible. After assessing the situation, the operator decides to improve the robustness of the process by investing in a larger cooking surface. This allows him to cook burgers at a lower temperature since he can do more simultaneously. This reduces the risk of burning or under-cooking the food if his attention is on customer service or another food item.<\/p>\n<ul>\n<li>In statistics, the\u00a0term robust or robustness refers to the strength of a statistical model, tests, and procedures according to the specific conditions of the statistical analysis a study hopes to achieve.<\/li>\n<li>It\u2019s always a good idea to look for opportunities to leverage data tools and metrics.<\/li>\n<li>A model is considered to be robust if its output and forecasts are consistently accurate even if one or more of the input variables or assumptions are drastically changed due to unforeseen circumstances.<\/li>\n<li>A robust model will continue to provide executives and managers with effective decision-making tools, and investors with accurate information on which to base their investment decisions.<\/li>\n<li>Very often, a trading model will function well in a specific market condition or time period.<\/li>\n<\/ul>\n<p>Incrementally increasing variability of each type of input to gauge impact on output is the simplest way to gauge its overall tolerance to change. Robust programming is a style of programming that focuses on handling unexpected termination and unexpected actions.[7] It requires code to handle these <a href=\"https:\/\/www.globalcloudteam.com\/\">https:\/\/www.globalcloudteam.com\/<\/a> terminations and actions gracefully by displaying accurate and unambiguous error messages. Another commonly unforeseen circumstance is when war erupts between major countries. Many financial variables can be impacted due to war, which causes models that are not robust to function erratically.<\/p>\n<p>Given that these conditions of a study are met, the models can be verified to be true through the use of mathematical proofs. Robust statistics, therefore, are any statistics that yield good performance when data is drawn from a wide range of probability distributions that are largely unaffected by outliers or small departures from model assumptions in a given dataset. Before worrying about robustness, companies need to know the critical quality attributes (CQAs) of each product or service they deliver to customers. These attributes are the ones that are most essential to the value of the solution to the final recipient.<\/p>\n<p>One way to observe a commonly held robust statistical procedure, one needs to look no further than t-procedures, which use hypothesis tests to determine the most accurate statistical predictions. Artificial Intelligence Stack Exchange is a question and answer site for people interested in conceptual questions about life and challenges in a world where &#8220;cognitive&#8221; functions can be mimicked in purely digital environment. Not all characteristics of a process are quantifiable, but the impact on final deliverables can always be measured. It\u2019s always a good idea to look for opportunities to leverage data tools and metrics. You need to make sure you stay in touch with the things that your customers are really concerned about with your products or services.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"302px\" alt=\"what is robustness\"\/><\/p>\n<p>For statistics, a test is  robust if it still provides insight into a problem despite having its assumptions altered or violated. In economics, robustness is attributed to financial markets that continue to perform despite alterations in market conditions. In general, a system is robust if it  can handle variability and remain effective. Peter Westfall is a distinguished professor of information systems and quantitative sciences at Texas Tech University. He specializes in using statistics in investing, technical analysis, and trading.<\/p>\n<p>Generalizing test cases is an example of just one technique to deal with failure\u2014specifically, failure due to invalid user input. Systems generally may also fail due to other reasons as well, such as disconnecting from a network. It can be used to describe an organization that\u2019s grown to a significant size, a person with a lot of natural stamina or the hearty flavor of a gourmet soup. However, in the context of process management, robustness describes the ability of a process to handle unexpected or sub-standard input without compromising profitability or product quality. A trading model is considered robust if it is consistently profitable regardless of market direction.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>A robust model will continue to provide executives and managers with effective decision-making tools, and investors with accurate information on which to base their investment decisions. From the corporate executives of large multinational corporations to the franchise owner of the local burger restaurant, decision-makers need timely information presented to them in a model form that &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"http:\/\/espirita.feak.org\/?p=17953\"> <span class=\"screen-reader-text\">machine learning What&#8217;s the difference between Reliability, Resiliency, and Robustness? Artificial Intelligence Stack Exchange<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"pagelayer_contact_templates":[],"_pagelayer_content":""},"categories":[74],"tags":[],"_links":{"self":[{"href":"http:\/\/espirita.feak.org\/index.php?rest_route=\/wp\/v2\/posts\/17953"}],"collection":[{"href":"http:\/\/espirita.feak.org\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/espirita.feak.org\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/espirita.feak.org\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/espirita.feak.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=17953"}],"version-history":[{"count":1,"href":"http:\/\/espirita.feak.org\/index.php?rest_route=\/wp\/v2\/posts\/17953\/revisions"}],"predecessor-version":[{"id":17954,"href":"http:\/\/espirita.feak.org\/index.php?rest_route=\/wp\/v2\/posts\/17953\/revisions\/17954"}],"wp:attachment":[{"href":"http:\/\/espirita.feak.org\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=17953"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/espirita.feak.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=17953"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/espirita.feak.org\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=17953"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}