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	<title>Scarlett Rose &#187; NLP algorithms</title>
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		<pubDate>Mon, 16 Jan 2023 07:05:13 +0000</pubDate>
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		<description><![CDATA[Are Semantic Communication and Generative AI Effective Solutions for Carrier Pipes? Huawei United Kingdom Large language models can automatically analyze, review and summarize large and complicated datasets, providing overviews and insights. It can also automate the generation of reports communicating...]]></description>
				<content:encoded><![CDATA[<h1>Are Semantic Communication and Generative AI Effective Solutions for Carrier Pipes? Huawei United Kingdom</h1>
<p>Large language models can automatically analyze, review and summarize large and complicated datasets, providing overviews and insights. It can also automate the generation of reports communicating these insights, personalizing them to the individuals who need the information in a way that&#8217;s specifically relevant to them, in  a language they will understand. Generative language-based AI is proficient in creating computer code as well as human languages and can also suggest structures that should be used when creating programs, tools, and applications.</p>
<ul>
<li>Image-based generative AI can create simulated medical imagery such as X-rays, and CT scans to assist with the training of medical image recognition systems.</li>
<li>For example, for Covid-19, Insilico used AI to generate tens of thousands of novel molecules with the potential to bind a specific SARS-CoV-2 protein and block the virus’s ability to replicate.</li>
<li>This technology opens up new possibilities for musicians, enabling them to explore uncharted territories and collaborate with AI as a creative partner.</li>
<li>When considering the overall impact of AI on a net-zero future, a Nature paper summarizing the impact of AI on various Sustainable Development Goals, found the positive impacts of AI significantly outweighed the negative impacts.</li>
</ul>
<p>By creating virtual models that can be modified in real-time, we can test different design options and materials, and make changes on the fly. This helps to improve the efficiency of the design process and reduce the likelihood of errors and mistakes in construction. One significant benefit of generative design and parametricism is the ability to enhance energy modeling in the design process. Architects and engineers can integrate energy analysis tools with generative design algorithms to evaluate and optimize the energy performance of different design options. This integration allows for the exploration of sustainable design strategies and the identification of energy-efficient solutions early in the design process.</p>
<h2>Project Manager – Power</h2>
<p>And as technologies develop, today’s frontier models will no longer be described in those terms. Some forms of generative AI can be unimodal (receiving input and generating outputs based on just one content input type) or multimodal (that is, able to receiving input and generate content in multiple modes, for example, text, images and video). For example, following the launch of OpenAI’s foundation model GPT-4, OpenAI allowed companies to build products underpinned by GPT-4 models. These include Microsoft’s Bing Chat[11], Virtual Volunteer by Be My Eyes (a digital assistant for people who are blind or have low vision), and educational apps such as Duolingo Max,[12] Khan Academy’s Khanmigo[13] [14].</p>
<p>Generative AI can automate data entry tasks by learning from historical data to generate predictions and suggestions for data input. By analyzing patterns and contextual information, the system can accurately populate fields and reduce the need for manual data entry. This not only saves time but also improves data accuracy and eliminates repetitive tasks. While the applications of generative AI are not limited to these industries, financial services, healthcare, <a href="https://blogs.nvidia.com/blog/2023/08/31/generative-ai-startups-africa-middle-east/">genrative ai</a> public sector, and insurance stand out as sectors where generative AI can bring significant benefits. By harnessing the power of generative AI, organizations in these industries can achieve operational efficiencies, drive innovation, and make data-driven decisions that lead to better outcomes for their stakeholders and customers. Generative AI can play a vital role in financial services by automating document processing, such as invoices, receipts, and forms.</p>
<h2>Web Design</h2>
<p>Because foundation models can be built ‘on top of’ to develop different applications for many purposes, this makes them difficult – but important – to regulate. When foundation models act as a base for a range of applications, any errors or issues at the foundation-model level may impact any applications built on top of (or ‘fine-tuned’) from that foundation model. This explainer is for anyone who wants to learn more about foundation models, also known as &#8216;general-purpose artificial intelligence&#8217; or &#8216;GPAI&#8217;. Generative AI can be utilized to automatically generate documents based on specific criteria or templates. This can be beneficial for creating personalized customer communications, generating contracts, or producing standardized reports.</p>
<p>A prolific businessman and investor, and the founder of several large companies in Israel, the USA and the UAE, Yakov’s corporation comprises over 2,000 employees all over the world. He graduated from the University of Oxford in the UK and Technion in Israel, before moving on to study complex systems science at NECSI in the USA. Yakov has a Masters in Software Development.</p>
<p></p>
<div style='border: black solid 1px;padding: 14px;'>
<h3>What is the Role of Generative AI in AR Shopping? &#8211; XR Today</h3>
<p>What is the Role of Generative AI in AR Shopping?.</p>
<p>Posted: Mon, 28 Aug 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiW2h0dHBzOi8vd3d3LnhydG9kYXkuY29tL2F1Z21lbnRlZC1yZWFsaXR5L3doYXQtaXMtdGhlLXJvbGUtb2YtZ2VuZXJhdGl2ZS1haS1pbi1hci1zaG9wcGluZy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>As we observe these advancements, it&#8217;s clear that generative AI is not just the future, but the present, and its applications are vast and transformative. Offering a comprehensive suite of scalable and flexible cloud-based solutions, AWS provides various services, including computing power, storage, databases, analytics, machine learning (ML), and Internet of Things (IoT), all crucial for generative AI applications. We harness the power of ChatGPT/OpenAI, ML models, neural networks, and chatbots to enhance business infrastructure at every organizational level. From optimizing simple work operations to making crucial strategic decisions, our AI development services integrate automated solutions, paving the way for new business opportunities. Printpal.io is on a mission to enhance the accessibility and efficiency of 3D printing through their cutting-edge AI software solution, PrintWatch.</p>
<h2>Industry Solutions</h2>
<p>By focusing on in-process quality control – encompassing machine status, process status, and part status – PrintRite3D centralizes and correlates essential data in a single platform. Throughout the manufacturing process, it diligently detects defects and anomalies, mitigating error-related costs and elevating production efficiency and cost-effectiveness. Generative AI harnesses the power of advanced machine learning techniques to create new <a href="https://blogs.nvidia.com/blog/2023/08/31/generative-ai-startups-africa-middle-east/">genrative ai</a> content, pushing the boundaries of what machines can accomplish. At the core of generative AI is the concept of generative models, which are trained on vast amounts of data to learn and mimic patterns and distributions. The emergence of generative design  and parametricism represents a significant shift in the architectural design process, offering architects powerful tools to explore complex design possibilities and optimize performance.</p>
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" width="307px" alt="generative ai 3d models"/></p>
<p>The term ‘frontier model’ is contested, and there is no agreed way of measuring whether a model is ‘frontier’ or not. Currently the computational resources needed to train the model is a proxy that is sometimes used – as it is measurable and provides an approximate correlation with models that might be described as ‘frontier’. However, this may change in the future as compute efficiencies improve and better ways of measuring capability emerge.</p>
<p>This technology opens up new possibilities for musicians, enabling them to explore uncharted territories and collaborate with AI as a creative partner. It can also democratise music production, making it more accessible to aspiring artists and enabling them to experiment with innovative sounds and genres. Next-generation models are poised to better understand human psychology and the creative process in more depth, enabling them to produce written content that is not only technically sound but also deeply engaging, inspiring, and emotionally resonant. As suggested by the name, generative AI refers to AI systems that can generate content based on user inputs such as text prompts.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="generative ai 3d models"/></p>
<p>This can have implications in various areas, from audiobook narration to virtual assistants. However, concerns regarding the future of AI when it comes to consent, and the potential misuse of voice synthesis technology need to be addressed proactively. It enables the generation of realistic landscapes, buildings, and characters, enhancing the immersion  and visual fidelity of the metaverse. Iain Brown PhD, Head of Data Science for SAS, Northern Europe, explores recent developments in AI and delves into the potential promises, pitfalls, and concerns around bias surrounding the future of generative AI. Neural Radiance Fields (AI NeRF) are a new type of AI that produces 3D models from 2D pictures.</p>
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