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https://algorithms2017.wordpress.com/2017/09/26/faster-gaussian-elimination

Faster Gaussian Elimination

Last time we saw how to solve $latex Ax = b$ with a complexity of $latex O(n^{4}(\log n + b))$. We now want to see if we can solve the same question with $latex O(n^{3})$ complexity. Consider solving $latex Ax = b\ (mod\ p)$ where $latex p$ is a prime. We can still use Gaussian…



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Faster Gaussian Elimination

https://algorithms2017.wordpress.com/2017/09/26/faster-gaussian-elimination

Last time we saw how to solve $latex Ax = b$ with a complexity of $latex O(n^{4}(\log n + b))$. We now want to see if we can solve the same question with $latex O(n^{3})$ complexity. Consider solving $latex Ax = b\ (mod\ p)$ where $latex p$ is a prime. We can still use Gaussian…



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https://algorithms2017.wordpress.com/2017/09/26/faster-gaussian-elimination

Faster Gaussian Elimination

Last time we saw how to solve $latex Ax = b$ with a complexity of $latex O(n^{4}(\log n + b))$. We now want to see if we can solve the same question with $latex O(n^{3})$ complexity. Consider solving $latex Ax = b\ (mod\ p)$ where $latex p$ is a prime. We can still use Gaussian…

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      Last time we saw how to solve $latex Ax = b$ with a complexity of $latex O(n^{4}(\log n + b))$. We now want to see if we can solve the same question with $latex O(n^{3})$ complexity. Consider solvi…
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