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Giannis Pappas's blog

Giannis Pappas's blog. My notes on a brilliant connectome paper. September 25, 2016. Here are my (short, first-draft full of mistakes) notes for the brilliant paper. 8220;Closures and Cavities in the Human Connectome”. By Ann Sizemore, Chad Giusti, Richard F. Betzel, and Danielle S. Bassett. Does the brain contain arithmetic progressions? February 20, 2016. Version 2, will try to expand). Imagine that you have an alphabet consisting of some symbols. Now imagine another symbol; call it. Symbol are called ...

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Giannis Pappas's blog | jhnpappas.wordpress.com Reviews
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Giannis Pappas's blog. My notes on a brilliant connectome paper. September 25, 2016. Here are my (short, first-draft full of mistakes) notes for the brilliant paper. 8220;Closures and Cavities in the Human Connectome”. By Ann Sizemore, Chad Giusti, Richard F. Betzel, and Danielle S. Bassett. Does the brain contain arithmetic progressions? February 20, 2016. Version 2, will try to expand). Imagine that you have an alphabet consisting of some symbols. Now imagine another symbol; call it. Symbol are called ...
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Giannis Pappas's blog | jhnpappas.wordpress.com Reviews

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Giannis Pappas's blog. My notes on a brilliant connectome paper. September 25, 2016. Here are my (short, first-draft full of mistakes) notes for the brilliant paper. 8220;Closures and Cavities in the Human Connectome”. By Ann Sizemore, Chad Giusti, Richard F. Betzel, and Danielle S. Bassett. Does the brain contain arithmetic progressions? February 20, 2016. Version 2, will try to expand). Imagine that you have an alphabet consisting of some symbols. Now imagine another symbol; call it. Symbol are called ...

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Paul Erdös’s 102-ennial | Giannis Pappas's blog

https://jhnpappas.wordpress.com/2015/02/27/paul-erdoss-102-ennial

Giannis Pappas's blog. Laquo; Deep learning for chess. Paul Erdös’s 102-ennial. Paul Erdös would be 102 year old this year, and in celebration of this the Notices of the AMS have published a two-part series of essays on his life and his work: [part 1]. This entry was posted on February 27, 2015 at 12:25 am and is filed under Uncategorized. You can follow any responses to this entry through the RSS 2.0. Feed You can leave a response. From your own site. Leave a Reply Cancel reply. Enter your comment here.

2

Monte Carlo Methods | Giannis Pappas's blog

https://jhnpappas.wordpress.com/2015/03/25/monte-carlo-methods

Giannis Pappas's blog. Laquo; Paul Erdös’s 102-ennial. Paper of the day 03/31/15. Https:/ www.cs.cmu.edu/ ggordon/MCMC/ggordon.MCMC-tutorial.pdf. This entry was posted on March 25, 2015 at 12:30 am and is filed under Mathematics. You can follow any responses to this entry through the RSS 2.0. Feed You can leave a response. From your own site. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public).

3

Does the brain contain arithmetic progressions? | Giannis Pappas's blog

https://jhnpappas.wordpress.com/2016/02/20/combinatorial-lines-and-fmri

Giannis Pappas's blog. Laquo; FCRC talks. My notes on a brilliant connectome paper. Does the brain contain arithmetic progressions? Version 2, will try to expand). Imagine that you have an alphabet consisting of some symbols. Now imagine another symbol; call it. Let us say that I know how to construct words; i.e., know how to construct sequences of letters, using only letters from the alphabet. Now a friend of mine can interrupt me at any point of the sequence by shouting. With each symbol of the alphabe...

4

Paper of the day 03/31/15 | Giannis Pappas's blog

https://jhnpappas.wordpress.com/2015/04/01/paper-of-the-day-033115

Giannis Pappas's blog. Laquo; Monte Carlo Methods. Paper of the day 03/31/15. Paper of the day:. Representations of real numbers as sums and products Liouville Numbers. This entry was posted on April 1, 2015 at 1:54 am and is filed under Mathematics. You can follow any responses to this entry through the RSS 2.0. Feed You can leave a response. From your own site. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public).

5

FCRC talks | Giannis Pappas's blog

https://jhnpappas.wordpress.com/2015/07/10/fcrc-talks

Giannis Pappas's blog. Laquo; Paper of the day 03/31/15. Does the brain contain arithmetic progressions? I was at FCRC. The CS conference conglomerate that happens once every 4 years), June 13-19. Here are some of the talks I found particularly memorable. Personal notes on FCRC talks are at https:/ workflowy.com/s/wkI79JfN0N. And on STOC/CCC/EC talks (very rough) are at https:/ dl.dropboxusercontent.com/u/27883775/wiki/math/pdfs/stoc.pdf. Note that neither has been edited. 1,006 more words. Address never...

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The Krein-Milman Theorem | Nirakar Neo's Blog

https://nirakarneo.wordpress.com/2012/01/13/the-krein-milman-theorem

Nirakar Neo's Blog. 1 The Krein-Milman theorem in Locally Convex Spaces. My project work this semester focuses to understand the paper the Krein-Milman Theorem in Operator Convexity by Corran Webster and Soren Winkler. Which appeared in the Transactions of the AMS [Vol 351, #1, Jan 99, 307-322]. But before reading the paper, it is imperative to understand the (usual) Krein-Milman theorem which is proved in the context of locally convex spaces. My understanding of this part follows the book. Then we can w...

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Graph regularity | Yufei Zhao

https://yufeizhao.wordpress.com/2012/09/07/graph-regularity

In this blog post I will give a brief introduction to Szemerédi’s Regularity Lemma, a powerful tool in graph theory. The post is based on a talk I gave earlier today at a graduate student lunch seminar. Consider the following problem. Suppose you’re given a very large graph. Suppose we are interested answering the following question about the very large graph:. Is the graph triangle-free? Can we achieve the desired goal? Can we distinguish a graph that’s triangle-free from a graph that is. If no triangle...

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ICM2014 — Kollár, Conlon, Katz, Krivelevich, Milnor | Gowers's Weblog

https://gowers.wordpress.com/2014/09/03/icm2014-kollr-conlon-katz-krivelevich-milnor

Laquo; ICM2014 — Jim Arthur plenary lecture. ICM2014 — Bhargava, Gentry, Sanders. ICM2014 — Kollár, Conlon, Katz, Krivelevich, Milnor. As the ICM recedes further into the past, these posts start to feel less and less fresh. I’ve had an enforced break from them as over the course of three days I drove my family from the south of France back to Cambridge. So I think I’ll try to do what I originally intended to do with all these posts, and be quite a lot briefer about each talk. And the geometry of. This, K...

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Giannis Pappas's blog

Giannis Pappas's blog. My notes on a brilliant connectome paper. September 25, 2016. Here are my (short, first-draft full of mistakes) notes for the brilliant paper. 8220;Closures and Cavities in the Human Connectome”. By Ann Sizemore, Chad Giusti, Richard F. Betzel, and Danielle S. Bassett. Does the brain contain arithmetic progressions? February 20, 2016. Version 2, will try to expand). Imagine that you have an alphabet consisting of some symbols. Now imagine another symbol; call it. Symbol are called ...

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Ramblings of a grad student descending into madness. Moving to github.io. At least for the coding stuff. Seem like a better platform for that purpose. This entry was posted in Uncategorized. January 25, 2014. So after a “small” hiatus, I’ve gone back to work on the thesis. First, I’ll begin with additional details that were omitted in the previous post, then discuss the selection and installation of a real-time OS on the Raspberry Pi, which is being used as the eXternal Benchmarking Host (XBH). For our p...

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