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Crackpot Trisector Notes | Just another bullshit

Just another bullshit

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Crackpot Trisector Notes | Just another bullshit | mkatkov.wordpress.com Reviews

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On the lonely runner conjecture III | Crackpot Trisector Notes

https://mkatkov.wordpress.com/2013/10/04/on-the-lonely-runner-conjecture-iii

On the lonely runner conjecture II. Lonely Runner Conjecture. General case. →. On the lonely runner conjecture III. October 4, 2013. Runners having distinct constant integer speeds. Start at a common point (origin) and run laps on a circular track with circumference 1. Then, there is a time when no runner is closer than. Runners is discussed here. Here we look at case. Denote the distance of x to the nearest integer. All runners are at least. From the origin. Done. From the origin – see case. Of the lap&...

2

June | 2016 | Crackpot Trisector Notes

https://mkatkov.wordpress.com/2016/06

Monthly Archives: June 2016. Semiprime factorization and modular arithmetics. June 1, 2016. Edit 6.6.2016. Premature optimization is a source for errors. The following is completely wrong. Would like to smoke the same thing again. Linear algebra does not work here. We need characterization of quotient space. What I do not understand is … Continue reading →. Semiprime factorization and modular arithmetics. Why P could be equal NP. Generating positive polynomials that are not sums of squares.

3

October | 2013 | Crackpot Trisector Notes

https://mkatkov.wordpress.com/2013/10

Monthly Archives: October 2013. On the lonely runner conjecture III. October 4, 2013. We consider (LRC) . Conjecture Suppose runners having distinct constant integer speeds start at a common point (origin) and run laps on a circular track with circumference 1. Then, there is a time when no runner is closer than from … Continue reading →. Semiprime factorization and modular arithmetics. Why P could be equal NP. Generating positive polynomials that are not sums of squares. Blog at WordPress.com.

4

Lonely Runner Conjecture. General case. | Crackpot Trisector Notes

https://mkatkov.wordpress.com/2014/08/06/lonely-runner-conjecture-general-case

On the lonely runner conjecture III. P vs NP – an analogy between analogies →. Lonely Runner Conjecture. General case. August 6, 2014. Runners having distinct constant speeds. Start at a common point (origin) and run laps on a circular track with circumference 1. Then, there is a time when no runner is closer than. Wlog we can assume. One can formulate LRC as follows. Suppose. Is the number of whole laps (including 0) runner k passed on a track, than. Case n=1, two runners. Is trivial. At time. Rearrangi...

5

Cantor diagonal argument is almost surely inconsistent | Crackpot Trisector Notes

https://mkatkov.wordpress.com/2013/03/22/cantor-diagonal-argument-is-almost-surely-inconsistent

On the lonely runner conjecture II →. Cantor diagonal argument is almost surely inconsistent. March 22, 2013. Here we construct table consisted of realization of Bernoulli processes; using Cantor diagonal argument we construct row that is not in the table, and finally we show that constructed number is almost surely in the table countably infinite number of times. Consider doubly infinite table. Enumerates rows, and index. Enumerates columns. Each element. There are countably many rows equal to. Therefor...

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Ran Canetti on Obfuscation and New Assumptions | in theory

https://lucatrevisan.wordpress.com/2015/07/06/ran-canetti-on-obfuscation-and-new-assumptions

Marge, I agree with you – in theory. In theory, communism works. In theory. — Homer Simpson. Skip to primary content. Ran Canetti on Obfuscation and New Assumptions. July 6, 2015. Ran Canetti has written a post. On the Berkeley Simons Institute blog concerning new assumptions used in recent cryptographic work on problems such as obfuscation, and concerning how the theory community should view such work. This entry was posted in politics. Leave a Reply Cancel reply. Enter your comment here. Blog at WordPr...

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in theory | "Marge, I agree with you – in theory. In theory, communism works. In theory." — Homer Simpson | Page 2

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Marge, I agree with you – in theory. In theory, communism works. In theory. — Homer Simpson. Skip to primary content. Skip to secondary content. Newer posts →. CS294 Lecture 16: Zig-Zag Graph Product. April 19, 2016. In which we give an explicit construction of expander graphs of polylogarithmic degree, state the properties of the. Of graphs, and provide an explicit construction of a family of constant-degree expanders using the zig-zag product and the polylogarithmic-degree construction. March 16, 2016.

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LaTeX2WP Example | in theory

https://lucatrevisan.wordpress.com/latex-to-wordpress/example

Marge, I agree with you – in theory. In theory, communism works. In theory. — Homer Simpson. Skip to primary content. To get a sense of how LaTeX2WP works, and of what is still missing, here is the unedited output of the program given the latex source of my Max Cut paper. The most recent arxiv submission). Note that the ref commands have become clickable links. We describe a new approximation algorithm for Max Cut. Our algorithm runs in. Is the number of vertices, and achieves an approximation ratio of.

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What a difference thirty years make | in theory

https://lucatrevisan.wordpress.com/2015/06/26/what-a-difference-thirty-years-make

Marge, I agree with you – in theory. In theory, communism works. In theory. — Homer Simpson. Skip to primary content. What a difference thirty years make. June 26, 2015. From the majority opinions of two rulings of the Supreme Court of the United States. Bowers v. Hardwick. Obergefell v. Hodges. This entry was posted in politics. And tagged Alan Turing. Things that are excellent. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Kamalika on A con...

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Lecture Notes | in theory

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Marge, I agree with you – in theory. In theory, communism works. In theory. — Homer Simpson. Skip to primary content. This page provides quick links to lecture notes that I have written for various classes:. CS254: A graduate class on computational complexity. Spring 2010 Class Home Page. Notes for Lectures 1-8. CS278: A graduate class on computational complexity. Spring 2001 Class Home Page. Fall 2002 Class Home Page. 2001 Lecture Notes in book form. 2002 Lecture Notes in book form. 2011 Class Home Page.

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Crackpot Trisector Notes | Just another bullshit

Semiprime factorization and modular arithmetics. June 1, 2016. Edit 6.6.2016. Premature optimization is a source for errors. The following is completely wrong. Would like to smoke the same thing again. Linear algebra does not work here. We need characterization of quotient space. What I do not understand is why fast methods are working modulo number itself, but not other prime numbers. Suppose we have number. And want to find prime factors. Lets take small prime. Than we can write. One can observe that.

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