- Subreddit about the theoretical/academic side of integrated circuits and computing with them ( among other points of view to IC ) that is nascent / in it's beginning stages and needs users
- Gray codes subtraction
- Some of the best Java Multithreading and Concurrency Courses for beginners in 2021
- AI isn't as smart as you think — but it could be: « Jeff Dean, the head of Google's AI efforts, explains the underlying technology that enables artificial intelligence to do all sorts of things, from understanding language to diagnosing disease. »
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- Algorithms for efficiently, and accurately, computing distances on an ellipsoid
| Posted: 30 Dec 2021 12:05 AM PST https://www.reddit.com/r/IntegratedCircuits/ It is also for the physical and industry side of chips, in addition to the computing side. Whenever you have a hardware-related post, please put a copy to that sub and also subscribe to it. If this is wrong subreddit to tell about this incoming / nascent chip sub, then what is correct? Criteria should not be that the purviews and sets of topics should be same, but that there should be large overlap or large percentage of users in one sub would be interested about the other. Criteria should be similar to the links in the sidebar and even looser. If it is controversial or up to debate whether the recommended subreddit's purview is sufficiently related to this subreddit's purview, then that question should be left for the users. Let them make up their own mind and we can debate that question here. Even if this subreddit is meant for discussing computing from a point of view where it does not matter whether the computing is done with special hardware or software in general-purpose CPU, integrated circuits are still a related topic. [link] [comments] |
| Posted: 29 Dec 2021 05:53 PM PST |
| Some of the best Java Multithreading and Concurrency Courses for beginners in 2021 Posted: 17 Dec 2021 05:30 AM PST |
| Posted: 16 Dec 2021 09:18 AM PST |
| Artificial Intelligence Survey Posted: 16 Dec 2021 10:01 PM PST Hello everyone! I am an AP research student conducting research on Artificial Intelligence and the opinions of young adults' on AI. If you could help me out by filling out this quick survey it would be great! Answers are anonymous, and please answer with the best, most suitable answer choice. Thank you! [link] [comments] |
| Algorithms for efficiently, and accurately, computing distances on an ellipsoid Posted: 16 Dec 2021 04:41 AM PST This problem stems from my bachelors thesis concerning time vs. space complexity of various shortest path algorithms. (A*, with/without landmarks, shortcuts etc.)... For this project I'm using OpenStreetMap data, which I sanitize and convert to a graph structure, which is in turn converted to a adjacency list. The nodes are annotated with longitude and latitude. My main problem at the moment is efficiently mapping pairs of longitude and latitude values to some projection, which will allow me to accurately compute the distance. It is my intention to perform this mapping as part of the data preprocessing to avoid additional on-the-fly computations. I've looked at Gauss-Kruger Transverse Mercator projection, because it 'should' allow me to compute the distances with micrometer precision... However, I've had a great deal of trouble finding any formulas, algorithm formulations, etc... except for Krugers original paper in German, which far exceeds the capacity of my dusty school-German... I've been unable to unearth this information on any site regarding geodesy... Any tips, tricks, or references to literature? [link] [comments] |
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