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	<title>AI News &#8211; Rafa &amp; Kiko</title>
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	<description>Website oficial do Rafa &#38; Kiko. O Rafa é um menino de 8 anos, muito alegre, divertido e um pouco traquinas, que não gosta muito de estudar, mas que tem no seu fiel amigo Kiko um companheiro para viver grandes aventuras enquanto aprende.</description>
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		<title>Artificial intelligence: What, how, why</title>
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		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Fri, 15 Dec 2023 13:16:25 +0000</pubDate>
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					<description><![CDATA[2102 03406 Symbolic Behaviour in Artificial Intelligence LISP is the second oldest programming language after FORTRAN and was created in]]></description>
										<content:encoded><![CDATA[<p><h1>2102 03406 Symbolic Behaviour in Artificial Intelligence</h1>
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" width="306px" alt="symbolic artificial intelligence" /></p>
<p><p>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. Compiled functions could be freely mixed with interpreted functions. 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. At the height of the AI boom, companies such as Symbolics, LMI, and Texas Instruments were selling LISP machines specifically targeted to accelerate the development of AI applications and research.</p>
</p>
<div style='border: black solid 1px;padding: 10px'>
<h3>ChatGPT is not &#8220;true AI.&#8221; A computer scientist explains why &#8211; Big Think</h3>
<p>ChatGPT is not &#8220;true AI.&#8221; A computer scientist explains why.</p>
<p>Posted: Wed, 17 May 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiSGh0dHBzOi8vYmlndGhpbmsuY29tL3RoZS1mdXR1cmUvYXJ0aWZpY2lhbC1nZW5lcmFsLWludGVsbGlnZW5jZS10cnVlLWFpL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>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. Artificial systems mimicking human expertise such as Expert Systems are emerging in a variety of fields that constitute narrow but deep knowledge domains. Their Sum-Product Probabilistic Language (SPPL) is a probabilistic programming system. Probabilistic programming is an emerging field at the intersection of programming languages and artificial intelligence that aims to make AI systems much easier to develop, with early successes in computer vision, common-sense data cleaning, and automated data modeling.</p>
</p>
<p><h2>Title:An Introduction to Symbolic Artificial Intelligence Applied to Multimedia</h2>
</p>
<p><p>A perception module of neural networks crunches the pixels in each image and maps the objects. A language module, also made of neural nets, extracts a meaning from the words in each sentence and creates symbolic programs, or instructions, that tell the machine how to answer the question. A third reasoning module runs the symbolic programs on the scene and gives an answer, updating the model when it makes mistakes. Henry Kautz,[18] Francesca Rossi,[80] and Bart Selman[81] have also argued for a synthesis. Their arguments are based on a need to address the two kinds of thinking discussed in Daniel Kahneman&#8217;s book, Thinking, Fast and Slow. Kahneman describes human thinking as having two components, System 1 and System 2.</p>
</p>
<p><a href="https://www.metadialog.com/blog/symbolic-ai/"></p>
<figure><img 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' alt='symbolic artificial intelligence' class='aligncenter' style='margin-left:auto;margin-right:auto' width='405px' /></figure>
<p></a></p>
<p><p>Coupled neuro-symbolic systems are increasingly used to solve complex problems such as game playing or scene, word, sentence interpretation. In a different line of work, logic tensor networks in particular have been designed to capture logical background knowledge to improve image interpretation, and neural theorem provers can provide natural language reasoning by also taking knowledge bases into account. Coupling may be through different methods, including the calling of deep learning systems within a symbolic algorithm, or the acquisition of symbolic rules during training. Very tight coupling can be achieved for example by means of Markov logics. Using symbolic knowledge bases and expressive metadata to improve deep learning systems. Metadata that augments network input is increasingly being used to improve deep learning system performances, e.g. for conversational agents.</p>
</p>
<p><h2>Disentangling visual attributes with neuro-vector-symbolic architectures, in-memory computing, and device noise</h2>
</p>
<p><p>Programs were themselves data structures that other programs could operate on, allowing the easy definition of higher-level languages. Both statistical approaches and extensions to logic were tried. Our chemist was Carl Djerassi, inventor of the chemical behind the birth control pill, and also one of the world&#8217;s most  respected mass spectrometrists.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="306px" alt="symbolic artificial intelligence" /></p>
<p><p>Latent semantic analysis (LSA) and explicit semantic analysis also provided vector representations of documents. In the latter case, vector components are interpretable as concepts named by Wikipedia articles. Chemical reaction databases that are automatically filled from the literature <a href="https://www.metadialog.com/blog/symbolic-ai/">symbolic artificial intelligence</a> have made the planning of chemical syntheses, whereby target molecules are broken down into smaller and smaller building blocks, vastly easier over the  past few decades. However, humans must still search these databases manually to find the best way to make a molecule.</p>
</p>
<p><h2>Recommended articles</h2>
</p>
<p><p>Virtual assistants like Siri and Alexa are prime examples of how AI can support humans in a variety of ways – if only by making things more convenient. When deep learning reemerged in 2012, it was with a kind of take-no-prisoners attitude that has characterized most of the last decade. By 2015, his hostility toward all things symbols had fully crystallized. He gave a talk at an AI workshop at Stanford comparing symbols to aether, one of science&#8217;s greatest mistakes.</p></p>
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