The course blog for <a href="http://www.cs.cmu.edu/~odonnell/boolean-analysis/">Carnegie Mellon Computer Science course 18-859S</a>, offered in Spring 2007 with instructor Ryan O'Donnell.
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18-859S: Analysis of Boolean Functions | boolean-analysis.blogspot.com Reviews
https://boolean-analysis.blogspot.com
The course blog for <a href="http://www.cs.cmu.edu/~odonnell/boolean-analysis/">Carnegie Mellon Computer Science course 18-859S</a>, offered in Spring 2007 with instructor Ryan O'Donnell.
boolean-analysis.blogspot.com
18-859S: Analysis of Boolean Functions: Homework #4
http://boolean-analysis.blogspot.com/2007/03/homework-4.html
18-859S: Analysis of Boolean Functions. The course blog for Carnegie Mellon Computer Science course 18-859S. Offered in Spring 2007 with instructor Ryan O'Donnell. Wednesday, March 21, 2007. No time like the present to get started on Homework #4. Post comments/questions here. On question 3a, I assume S should be in F 2 n rather than F 2 k? Aaron: Yes, correct. Thanks, will fix. I'm entertaining hint requests. Subscribe to: Post Comments (Atom). View my complete profile. Ben Green and Terry Tao.
18-859S: Analysis of Boolean Functions: Homework #5 & Talagrand
http://boolean-analysis.blogspot.com/2007/04/homework-5-talagrand.html
18-859S: Analysis of Boolean Functions. The course blog for Carnegie Mellon Computer Science course 18-859S. Offered in Spring 2007 with instructor Ryan O'Donnell. Wednesday, April 25, 2007. Homework #5 and Talagrand. Regarding Question #2: I referred to this as "Talagrand's Lemma", and that's how I personally think of it, having learned it first as Proposition 2.2 in Michel Talagrand's ingenious paper How much are increasing sets positively correlated? Subscribe to: Post Comments (Atom).
18-859S: Analysis of Boolean Functions: Ben Green and Terry Tao
http://boolean-analysis.blogspot.com/2007/03/ben-green-and-terry-tao_27.html
18-859S: Analysis of Boolean Functions. The course blog for Carnegie Mellon Computer Science course 18-859S. Offered in Spring 2007 with instructor Ryan O'Donnell. Tuesday, March 27, 2007. Ben Green and Terry Tao. Seems like Ben Green and (Fields Medalist) Terry Tao are into the analysis of boolean functions more and more these days. Check out Terry's recent blog post. On Freiman's theorem in $ mathbb{F} 2 n$, AKA $ {-1,1 } n$, and Ben's earlier guest post. If only I understood them. Homework #4 is out.
18-859S: Analysis of Boolean Functions: Approximating not-nice functions by nice functions
http://boolean-analysis.blogspot.com/2007/04/approximating-not-nice-functions-by.html
18-859S: Analysis of Boolean Functions. The course blog for Carnegie Mellon Computer Science course 18-859S. Offered in Spring 2007 with instructor Ryan O'Donnell. Wednesday, April 04, 2007. Approximating not-nice functions by nice functions. F' (x) cdots frac{ epsilon {r-1} {(r-1)! F {(r-1)}(x) epsilon {r-1} frac{ epsilon r}{r! F {(r)}(y)$ for some $y in [x, x epsilon]$. For a concrete example, consider the function $ phi(t)$ which is $ exp(-1/(1-t 2) $ for $ t 1$, and is $0$ for $ t geq 1$. It's ea...
18-859S: Analysis of Boolean Functions: How much are increasing sets positively correlated?
http://boolean-analysis.blogspot.com/2007/03/how-much-are-increasing-sets-positively.html
18-859S: Analysis of Boolean Functions. The course blog for Carnegie Mellon Computer Science course 18-859S. Offered in Spring 2007 with instructor Ryan O'Donnell. Friday, March 23, 2007. How much are increasing sets positively correlated? There's a paper of Talagrand, one of the masters of Fourier analysis of boolean functions, called " How much are increasing sets positively correlated? It proves some nice facts, including:. Actually, this last function, one can check, gives an example of a monotone fu...
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bOole2g0m's blog - Oh. & puis zut - Skyrock.com
Oh and puis zut. 15/01/2007 at 2:33 PM. 03/11/2008 at 1:58 PM. Soundtrack of My Life. The Call (The Chronicles Of Narnia: Prin). Subscribe to my blog! 1718;'αi ρris mєs ς ζ. Iks cαr ڶ'αi ρris tr ○. 961; de ςζαquєs. Quelque part, loin derriere les étoiles. Il existe encore des gens. Si vous avez comme beaucoup d'autres. Alors il est temps pour vous. Ce que certains ont perdu. Please enter the sequence of characters in the field below. Posted on Wednesday, 17 January 2007 at 1:07 PM. 8362; ρ. 312; Ѕ&...
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18-859S: Analysis of Boolean Functions
18-859S: Analysis of Boolean Functions. The course blog for Carnegie Mellon Computer Science course 18-859S. Offered in Spring 2007 with instructor Ryan O'Donnell. Friday, May 04, 2007. Well, the course is over - thanks to everyone for coming and making it a fun affair; I really appreciate it. Don't forget to fill in the course evaluation forms. Have a good summer. Thursday, May 03, 2007. Homework 5 is graded. The average was 90%, with two people getting 39/40. Valued (not integer-valued) random variable...
boolean-functions.blogspot.com
Harmonic Analysis of Boolean Functions etc.
Harmonic Analysis of Boolean Functions etc. A blog for this course. Sunday, September 28, 2008. Just wanted to let you know that I compiled the course grades. I will report them to the midrasha, including exercise and scribe notes grades, and they will hopefully be available for you to see in a few days (or a bit more considering the holidays). Happy new Jewish-calendar year,. Posted by Guy Kindler. Monday, June 23, 2008. HABF - the end. Have a nice rest-of-your-life. Posted by Guy Kindler. In home assig...
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