There is no proof that factoring semiprimes is NP complete nor that it is NP Hard. Breaking RSA would not be a proof of P=NP Computer Science |
- There is no proof that factoring semiprimes is NP complete nor that it is NP Hard. Breaking RSA would not be a proof of P=NP
- Article of Mario NP-hardness?
- Starting a Vblog
- Silicon to Software
- Would it be feasible to replace the TeX/LaTeX test to determine whether a CS paper is worth reading by a test that looks at paper CONTENT via machine learning and performs at least as well as the TeX/LaTeX test?
Posted: 08 May 2021 10:36 PM PDT I was motivated to make this post in reaction to the massive confusion displayed in the comments of a nearby thread. It is possible that integer factoring was always in class P all along, and so some shifty eyed anonymous internet person cracking RSA challenges would only indicate that an efficient algorithm exists for factoring. Nevertheless, almost a dozen posters on that other thread are asking OP to crack RSA as a way to indicate he is in possession of a constructive proof of P=NP. Again this would be no indication of such a proof. [link] [comments] |
Posted: 08 May 2021 09:21 AM PDT Hi, I remember a few years ago I read an article that proved Mario is an NP-hard game. I believe it even showed it was PP-hard. Does anyone have a link to this article? I can't seem to find it. Thanks! [link] [comments] |
Posted: 09 May 2021 12:19 AM PDT Good day to everyone! I am planning to start a vblog about different websites. Do you have any advice or tips about it. Thank you! [link] [comments] |
Posted: 08 May 2021 04:20 PM PDT This is a question: can someone explain the micro-to-macro relationship from silicon (basically, sand) to planet-scale networks and software? It is fascinating that all this has come up in last 2-3 generations! [link] [comments] |
Posted: 08 May 2021 01:41 PM PDT |
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