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	<title>Vankova &#38; Partners &#187; AI Chatbots</title>
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		<title>Forget The Future, AI Will Take Us Back To The Past</title>
		<link>http://www.realandintellectualproperty.com/forget-the-future-ai-will-take-us-back-to-the-past/</link>
		<comments>http://www.realandintellectualproperty.com/forget-the-future-ai-will-take-us-back-to-the-past/#comments</comments>
		<pubDate>Wed, 22 Jun 2022 08:06:12 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[AI Chatbots]]></category>

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		<description><![CDATA[That&#8217;s a very critical part of the process and you guys make it very easy. We provide a secure environment for both customer data and PII. Any information collected about the crowd is requested solely for the purposes of the &#8230; <a href="http://www.realandintellectualproperty.com/forget-the-future-ai-will-take-us-back-to-the-past/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>That&#8217;s a very critical part of the process and you guys make it very easy. We provide a secure environment for both customer data and PII. Any information collected about the crowd is requested solely for the purposes of the project. We take precautions to protect that information and do not release private data on individuals to third parties without consent.</p>
<p><a href="https://metadialog.com/"><img src='data:image/jpeg;base64,PGh0bWw+PGJvZHk+SFRUUCA0MDM8UD48SDM+QWNjZXNzIGlzIGRlbmllZC48L0gzPjwvYm9keT48L2h0bWw+' alt='https://metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a></p>
<p>To me, it seems inconceivable that this would be accomplished in the next 50 years. Even if the capability is there, the ethical questions would serve as a strong barrier against fruition. When that time comes , we will need to have a serious conversation about machine policy and ethics , but for now, weâ€™ll allow AI to steadily improve and run amok in society. Ironically, in the absence of government funding and public hype, AI thrived. During the 1990s and 2000s, many of the landmark goals of artificial intelligence had been achieved. In 1997, reigning world chess champion and grand master Gary Kasparov was defeated by IBMâ€™s Deep Blue, a chess playing computer program.</p>
<h2>Fighting Back on Algorithmic Opacity</h2>
<p>And no matter how tightly sealed the perimeter of a digital environment may be, attackers will still slip in. Mitigating these threats means accepting that breaches are inevitable and implementing cyber defense technologies that can detect and respond to threats once an intruder is already inside your system. In this article, we&#8217;ll delve into a real-world attack scenario where attackers successfully evaded MFA but were spotted and stopped by our artificial intelligence . But back at the 2018 NeurIPS conference, in the room full of experts who had just chosen the robot over the surgeon, the announcer proceeded to describe the competition. The FICO had provided a home equity line of credit dataset, which contains data from thousands of anonymous individuals, including aspects of their credit history and whether or not the individual defaulted on the loan. The goal of the competition was to create a black box model for predicting loan default, and then explain the black box.</p>
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" width="303px" alt="using ai to back at"/></p>
<p>At that point, the network will have &#8216;learned&#8217; how to carry out a particular task. The desired output could be anything from correctly labelling fruit in an image to predicting when an elevator might fail based on its sensor data. However, as much untapped potential as these systems have, sometimes ambitions for the technology outstrips reality.</p>
<h2>Learn more</h2>
<p>Since deep learning and machine learning tend to be used interchangeably, itâ€™s worth noting the nuances between the two. As mentioned above, both deep learning and machine learning are sub-fields of artificial intelligence, and deep learning is actually a sub-field of machine learning. In its simplest form, artificial intelligence is a field that combines computer science and robust datasets to enable problem-solving. Expert systems, an early successful application of AI, aimed to copy a humanâ€™s decision-making process.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="using ai to back at"/></p>
<p>Despite this, everyone whole-heartedly aligned with the sentiment that AI was achievable. The significance of this event cannot be undermined as it catalyzed the next twenty years of AI research. Employers have long dreamed of harnessing technology to widen the hiring net and reduce reliance on subjective opinions of human recruiters. But computer scientists such as Nihar Shah, who teaches machine learning at Carnegie Mellon University, say there is still much work to do. As for trust, corporations  tend to focus on this ideal as it underpins the adoption of their products and services. To trust a technology means to hold a belief that it will perform up to your expectations.</p>
<h2>Top 10 Machine Learning Algorithms You Need to Know in 2023</h2>
<p>In reinforcement learning, the system attempts to maximise a reward based on its input data, basically going through a process of trial and error until it arrives at the best possible outcome. Practically all of the achievements mentioned so far stemmed from machine learning, a subset of AI that accounts for the vast majority of achievements in the field in recent years. When people talk about AI today, they are generally talking about machine learning. In 2011, the computer systemIBM Watson made headlines worldwide when it won the US quiz show Jeopardy!</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">7. Back to this:<br />a. AiS to relook at my bills from Aug 2021 onward. Using my Aug, Sep, Oct 2022 bills &#8211; recalculate. I hv been overcharged.<br />b. Reconnect my water supply immediately.<br />c. Sincere apology from AiS wud be nice.<a href="https://twitter.com/air_selangor?ref_src=twsrc%5Etfw">@air_selangor</a> <a href="https://twitter.com/AmirudinShari?ref_src=twsrc%5Etfw">@AmirudinShari</a> <a href="https://twitter.com/HMetro_?ref_src=twsrc%5Etfw">@HMetro_</a> <a href="https://t.co/0ZDwST5pOI">pic.twitter.com/0ZDwST5pOI</a></p>
<p>&mdash; Immad Ashell (@immad_ashell) <a href="https://twitter.com/immad_ashell/status/1590887438964391936?ref_src=twsrc%5Etfw">November 11, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Weâ€™ve seen that even if algorithms donâ€™t improve much, big data and massive computing simply allow artificial intelligence to learn through brute force. There may be evidence that Mooreâ€™s law is slowing down a tad, but the increase in data certainly hasnâ€™t lost any momentum. Breakthroughs in computer science, mathematics, or neuroscience all serve as potential outs through the ceiling of Mooreâ€™s Law. Computers could store more information and became faster, cheaper, and more accessible.</p>
<h2>Keras vs Tensorflow vs Pytorch: Understanding the Most Popular Deep Learning Frameworks</h2>
<p>Starting from the 26th of June, this assessment list underwent a piloting process, to which all stakeholders were invited to test the assessment list and provide practical feedback on how it can be improved. Today, AI plays an often invisible role in everyday life, powering search engines, product recommendations, and speech recognition systems. Trusting a black box model means that <a href="https://metadialog.com/">using ai to back at</a> you trust not only the modelâ€™s equations, but also the entire database that it was built from. For instance, in the scenario of the robot and the surgeon, without knowing how the 2% and 15% were estimated, we should question the relevance of these numbers for any particular subpopulation of medical patients. Every reasonably complex dataset we have seen contains imperfections.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">&#8216;You can choose to not willingly participate the AI generator. And we can choose to ignore your desire and do it behind your back and in front of your eyes at the same time. Thanks for using our site ðŸ¥°&#8217; <a href="https://t.co/XAZWjwIk24">https://t.co/XAZWjwIk24</a></p>
<p>&mdash; July ~ Multisimping is a hard way of life ðŸ’€ðŸ’¸ (@sesshychans) <a href="https://twitter.com/sesshychans/status/1591162903574740993?ref_src=twsrc%5Etfw">November 11, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Indeed, we follow strict guidelines that ensure our editorial content is never influenced by advertisers. LeCun admits that some AI challenges to which people have devoted a huge amount of resources have not been solved, such as autonomous driving. Yet, some of the debates and criticism strike her as â€œa bit contrived,â€ with extremes on either side, whether itâ€™s saying AI is all wrong or that AGI is around the corner. â€œI think itâ€™s a relatively  popularized version of a deeper, much more subtle, more nuanced, more multidimensional scientific debate,â€ she said. Growing up, Marcel Atemkeng dreamed of becoming a pilot, but since his family couldnâ€™t afford aviation school, he decided to study mathematics and computer science instead. â€œI must confess that AI and Big Data were not in my dreams when I was younger,â€ he says.</p>
<h2>Forget The Future, AI Will Take Us Back To The Past</h2>
<p>Through FLY AI, we work to join forces with all of aviation to build an AI community. Join our upcoming FlyAI webinar series where we examine the potential of artificial intelligence in transforming European aviation. The FLY AI report &#8211; a fruitful collaboration between 14 leaders in the aviation sector &#8211; shows the many ways that AI is applied in our industry and assesses its potential to transform the sector, proposing 7 key recommendations from research to implementation. More than thirty AI-based applications are under development in different frameworks notably in the Network of Innovation Labs and SESAR. AI enables more accurate predictions and more sophisticated tools to increase productivity improve decision making, enhance use of scarce resources (e.g. airspace, runways) and increase human performance. John Terra lives in Nashua, New Hampshire and has been writing freelance since 1986.</p>
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<h3>QQ Different Dimension Me: How to use Tencent Anime AI? &#8211; Dataconomy</h3>
<p>QQ Different Dimension Me: How to use Tencent Anime AI?.</p>
<p>Posted: Fri, 09 Dec 2022 12:29:09 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiSmh0dHBzOi8vZGF0YWNvbm9teS5jb20vMjAyMi8xMi9xcS1kaWZmZXJlbnQtZGltZW5zaW9uLW1lLXRlbmNlbnQtYW5pbWUtYWkv0gEA?oc=5' rel="nofollow">source</a>]</p>
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