Yes it'd be interesting to see the 8B model in 8-bit precision vs. the 4B model in BF16.
COMPUTING
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Designers Resist Clear UI Affordance Markings Standards
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My attempts to get designers to ensure that affordances are clearly marked with well-understood identifiers (e.g underline links; add offsets/insets on buttons) are always treated with great scorn.
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GitHub experiences major outage affecting developers worldwide
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Ouch now the whole of Github is down.
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GitHub Pages experiencing outage across multiple repositories
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It seems @github pages is down. Confirmed on two unrelated repos. Not shown on @githubstatus yet.
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Harmonic Analysis: Applications, Teaching, and Real-World Impact
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I understand you think this is a rhetorical question–but it's really not. Why was harmonic analysis developed? How's it used? Consider signal processing in telecoms, medical imaging, data compression, financial… Harmonic analysis is a powerful tool. How is it taught, to who?
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Long-Distance Autonomous Driving Capability Across America
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Drive long distance anywhere in America!
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Interactive Bloch Sphere Quantum Gates Explorer in FastHTML
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if you need a 3d interactive bloch sphere to explore quantum gates in FastHTML, then https://t.co/0fSlSS2EkU has you covered.
— Jeremy Howard (@jeremyphoward) 14 août 2024
(Even if you don't need a Bloch sphere, check out the gallery because it's full of great examples!) https://t.co/TYKmn9fGz4if you need a 3d interactive bloch sphere to explore quantum gates in FastHTML, then https://
FastHTML.gallery has you covered. (Even if you don't need a Bloch sphere, check out the gallery because it's full of great examples!) -
Untether AI Adopts UCIe 2.0 for Energy-Efficient AI Chiplets
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"Untether AI is excited to incorporate the UCIe 2.0 specification in our designs, enabling energy-efficient and seamless communication for our high-performance AI acceleration chiplets." – Chris Walker, CEO Read our full statement of support in @UCIexpress
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Matrix Powers and Graph Walks in AI Algorithms
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According to Danka, the directed graph representation is beneficial because the powers of the matrix correspond to walks in the graph. W/i the elements of the square matrix, all possible 2-step walks are accounted for in the sum defining the elements of A².
