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	<title>Vankova &#38; Partners &#187; Generative AI</title>
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		<title>Artificial Intelligence AI vs Machine Learning ML: Whats The Difference? BMC Software Blogs</title>
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		<comments>http://www.realandintellectualproperty.com/artificial-intelligence-ai-vs-machine-learning-ml/#comments</comments>
		<pubDate>Fri, 30 Jun 2023 12:15:11 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Generative AI]]></category>

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		<description><![CDATA[Understanding The Difference Between AI, ML, And DL: Using An Incredibly Simple Example Artificial Intelligence basically encompasses the idea of a machine that efficiently mimics human Intelligence. Machine learning aims to instruct a machine on performing specific tasks and delivering &#8230; <a href="http://www.realandintellectualproperty.com/artificial-intelligence-ai-vs-machine-learning-ml/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<h1>Understanding The Difference Between AI, ML, And DL: Using An Incredibly Simple Example</h1>
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" width="306px" alt="ai vs ml difference"/></p>
<p>
<p>Artificial Intelligence basically encompasses the idea of a machine that efficiently mimics human Intelligence. Machine learning aims to instruct a machine on performing specific tasks and delivering accurate results by identifying patterns. Deep learning is a type of machine learning that has received increasing focus in the last several years. With deep learning, the algorithm doesn’t need to be told about the important features. Artificial neurons can be arranged in layers, and deep learning involves a “deep” neural network (DNN) that has <a href="https://www.metadialog.com/blog/ai-vs-ml/">many layers</a> of artificial neurons.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="ai vs ml difference"/></p>
<p>
<p>By understanding the key differences,  businesses can make informed decisions about which technology to use in their operations. First, you show to the system each of the objects and tell what is what. Then, run the program on a validation set that checks whether the learned function was correct.</p>
</p>
<p>
<h2>Deep Learning, Weights and Neural Network Activity</h2>
</p>
<p>
<p>These two technologies are the most trending technologies which are used for creating intelligent systems. Below is a breakdown of the differences between artificial intelligence and machine learning as well as how they are being applied in organizations large and small today. Learning in ML refers to a machine’s ability to learn based on data and an ML algorithm’s ability to train a model, evaluate its performance or accuracy, and then make predictions. Many people use machine learning and artificial intelligence interchangeably, but the terms have meaningful differences. As well as we can’t use ML for self-learning or adaptive systems skipping AI.</p>
</p>
<p>
<ul>
<li>This technique is used by many countries to identify rules violators and speeding vehicles.</li>
<li>Our brains process data through many layers of neurons and then finds the appropriate identifiers to classify objects.</li>
<li>There are great opportunities for businesses to leverage AI and machine learning; we’ll discuss a few below.</li>
<li>Due to its easy code readability and user-friendly syntax, Python has become very popular in various fields like ML, web development, research, and development, etc.</li>
</ul>
<p>
<p>As such, AI aims to build computer systems that mimic human intelligence. The term “Artificial Intelligence”, thus, refers to the ability of a computer or a machine to imitate intelligent behavior and perform human-like tasks. If you tune them right, they minimize error by guessing and guessing and guessing again. Machine learning (ML) is considered a subset of AI, whereby a set of algorithms builds models based on sample data, also called training data. By providing the DL model with lots of images of the fruits, it will build up a pattern of what each fruit looks like.</p>
</p>
<p>
<h2>technologies</h2>
</p>
<p>
<p>On the other hand, deep learning employs neural networks to acquire intricate and layered representations of data. In essence, artificial intelligence (AI) pertains to the overarching domain concerned with the advancement of intelligent machines. Conversely, machine learning and deep learning constitute distinct subcategories within AI that concentrate on the acquisition of knowledge through data-driven methodologies. It’s almost harder to understand all the acronyms that surround artificial intelligence (AI) than the underlying technology of AI vs. machine learning vs. deep learning. Couple that with the different disciplines of AI as well as application domains, and it’s easy for the average person to tune out and move on.</p>
</p>
<p>
<p>Deep learning algorithms can work with an enormous amount of both structured and unstructured data. Deep learning’s core concept lies in artificial neural networks, which enable machines to make decisions. AI can be either rule-based or data-driven, while ML is solely data-driven. Rule-based AI systems are built using a set of rules or decision trees that allow them to perform specific tasks. In contrast, data-driven AI systems are built using machine learning algorithms that learn from data and improve their performance over time. The process entails the identification and interpretation of patterns and insights from data, without the need for explicit programming.</p>
</p>
<p>
<h2>AI vs. Machine Learning vs. Data Science: How they Work Together</h2>
</p>
<p>
<p>Some of the most common include pattern recognition, predictive modeling, automation, object recognition, and personalization. In some cases, advanced AI can even power self-driving cars or play complex games like chess or Go. AI, machine learning, and deep learning are sometimes used interchangeably, but they are each distinct terms.</p>
</p>
<p><a href="https://www.metadialog.com/"><br />
<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>
<p></a></p>
<p>
<p>Using neural networks, speech and image recognition tasks can happen in minutes instead of the hours they take when done manually. Google’s search algorithm is a well-known example of a neural network. Observing patterns in the data allows a deep-learning model to cluster inputs appropriately. Taking the same example from earlier, we could group pictures of pizzas, burgers and tacos into their respective categories based on the similarities or differences identified in the images. A deep-learning model requires more data points to improve accuracy, whereas a machine-learning model relies on <a href="https://www.metadialog.com/blog/ai-vs-ml/">less data</a> given its underlying data structure.</p>
</p>
<p>
<h2>A Summary of Artificial Intelligence, Machine Learning, and Deep Learning</h2>
</p>
<p>
<p>The program makes assertions and is corrected by the programmer when those conclusions are wrong. The training process continues until the model achieves a desired level of accuracy on the training data. This type of learning is commonly used for classification and regression. Artificial intelligence and machine learning are the part of computer science that are correlated with each other.</p>
</p>
<p>
<p>The goal of these activations is to make the network—which is a group of machine learning algorithms—achieve a certain outcome. Deep learning is about “accurately assigning credit across many such stages” of activation. Currently, Artificial Intelligence is known as narrow AI, meaning it is mostly used to solve a specific problem it is designed to solve. For example, AI could develop computers to compete with humans in playing chess or solving equations, but the same machine could not solve a complex problem or outperform humans at other cognitive tasks. So the long-term goal would be to create general AI that could carry out a variety of tasks, learn and solve any given problem. Scientists still have a long way to go before achieving strong AI that could truly understand humans, would be equal to human intelligence, and would have self-aware consciousness.</p>
</p>
<p>
<p>Applying AI cognitive technologies to ML systems can result in the effective processing of data and information. But what are the critical differences between Data Science vs. Machine Learning and AI vs. ML? You can also take a Python for Machine Learning course and enhance your knowledge of the concept. More importantly, the multiple layers in deep neural networks enable models to become more effective at learning complex features. That also allows it to eventually learn from its own  mistakes, verify the accuracy of its predictions/outputs and make necessary adjustments. Whereas algorithms are the building blocks&nbsp;that make up machine learning and artificial intelligence, there is a distinct difference between ML and AI, and it has to do with the data that serves as the input.</p>
</p>
<p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>What is ChatGPT, DALL-E, and generative AI? &#8211; McKinsey</h3>
<p>What is ChatGPT, DALL-E, and generative AI?.</p>
<p>Posted: Thu, 19 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiVGh0dHBzOi8vd3d3Lm1ja2luc2V5LmNvbS9mZWF0dXJlZC1pbnNpZ2h0cy9tY2tpbnNleS1leHBsYWluZXJzL3doYXQtaXMtZ2VuZXJhdGl2ZS1hadIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Artificial intelligence, or AI, is the ability of a computer or machine to mimic or imitate human intelligent behavior and perform human-like tasks. AI has had a significant impact on the world of business, where it has been used to cut costs through automation and to produce actionable insights by analyzing big data sets. As a result, more and more companies are looking to use AI in their workflows. According to 2020 research conducted by NewVantage Partners, for example, 91.5 percent of surveyed firms reported ongoing investment in AI, which they saw as significantly disrupting the industry [1]. The goal of any AI system is to have a machine complete a complex human task efficiently.</p>
</p>
<p>
<p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2022/06/logo.webp" width="307px" alt="ai vs ml difference"/></p>
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