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Some Plane Truths – Discrete geometry and other typos

Discrete geometry and other typos

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Some Plane Truths – Discrete geometry and other typos | adamsheffer.wordpress.com Reviews
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Discrete geometry and other typos
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Some Plane Truths – Discrete geometry and other typos | adamsheffer.wordpress.com Reviews

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Discrete geometry and other typos

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An End to the Happy Ending Problem – Some Plane Truths

https://adamsheffer.wordpress.com/2016/05/03/an-end-to-the-happy-ending-problem

Discrete geometry and other typos. May 3, 2016. An End to the Happy Ending Problem. Andrew Suk just placed on arXiv a paper. With an almost tight bound for the happy ending problem. These are exciting news for discrete geometers! I’ll use the opportunity to describe the problem and its non-technical history. Andrew Suk and the Anonymous statue. That passes through the two interior points. We take the two interior points and the two points that are on the same side of. Such that every set of. And this is ...

2

PDF files – Some Plane Truths

https://adamsheffer.wordpress.com/pdf-files

Discrete geometry and other typos. My polynomial method lecture notes. With a focus on incidences):. Introduction to geometric incidences, related problems in discrete geometry, and first applications. Some basic real algebraic geometry. Polynomial partitioning and how to use it to obtain incidence bounds. Distinct intersection points (finishing the Guth-Katz distinct distances problem). More distinct distances problems. My additive combinatorics lecture notes:. The sum product problem. Fill in your deta...

3

Adam Sheffer – Some Plane Truths

https://adamsheffer.wordpress.com/author/adamsheffer

Discrete geometry and other typos. October 16, 2016. Additive Energy of Real Point Sets. Over the years, more and more interactions between Discrete Geometry and Additive Combinatorics are being exposed. These include results such as the Green–Tao ordinary lines theorem. And Solymosi’s sum-product bound. Ciprian Demeter and Nets Katz. Continue reading →. Posted in Additive combinatorics. August 16, 2016. More) Local Properties that imply Many Distinct Distances. Last year I wrote a post. A while ago I no...

4

Local Properties that imply Many Distinct Distances – Some Plane Truths

https://adamsheffer.wordpress.com/2015/06/02/local-properties-that-imply-many-distinct-distances/comment-page-1

Discrete geometry and other typos. June 2, 2015. Local Properties that imply Many Distinct Distances. Jacob Fox, Janos Pach, and Andrew Suk just placed this paper. On arXiv. The paper seems very nice, but unfortunately for Ben Lund, Frank de Zeeuw, and myself, it contains a result that is almost identical to one that we had but did not yet publish. Instead of sulking alone in the dark, in this post I describe the problem and our result. Jacob Fox, Janos Pach, and Andrew Suk. With the property that any.

5

Additive Combinatorics Lecture Notes (part 2) – Some Plane Truths

https://adamsheffer.wordpress.com/2016/06/01/additive-combinatorics-lecture-notes-part-2

Discrete geometry and other typos. June 1, 2016. Additive Combinatorics Lecture Notes (part 2). I finished my additive combinatorics class, and placed all of the lecture notes in the pdf files page. This quarter was rather short and I did not get to do several topics I had in mind. Perhaps I’ll add notes for some of these at some point. For now, let me just list the chapters that did not appear in the previous post. Consists of Sander’s proof of the quasi-polynomial Freiman-Ruzsa theorem in. You are comm...

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Things I like | Anurag's Math Blog

https://anuragbishnoi.wordpress.com/reading-recommendations

Anurag's Math Blog. In this page you will find a (non-exhaustive) list of my favourite books, research papers, articles, blog posts, etc. Linear Geometry by Gruenberg and Weir. Projective Geometry: An Introduction by Rey Casse. An Introduction to Finite Geometry. By Simeon Ball and Zsusza Weiner. An Introduction to Incidence Geometry. By Bart De Bruyn. Projective and Polar Spaces. Projective Geometry: From Foundations to Applications by Albrecht Beutelspacher and Ute Rosenbaum. Algebraic Combinatorics: W...

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Anurag Bishnoi | Anurag's Math Blog

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Anurag's Math Blog. Author Archives: Anurag Bishnoi. Currently a maths PhD student at Ghent University working in the Incidence Geometry research group. I am broadly interested in combinatorics, finite geometry and group theory. Incidence Bounds and Interlacing Eigenvalues. September 26, 2016. Generalized hexagons containing a subhexagon. July 5, 2016. Applications of Alon-Furedi to finite geometry. May 27, 2016. In a previous post I discussed how the Alon-Furedi theorem serves as a common generalisation...

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PhD Thesis | Anurag's Math Blog

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Anurag's Math Blog. I defended my PhD thesis titled “Some contributions to Incidence Geometry and Polynomial Method” on 20th of December 2016 at Ghent University. A pdf version of the thesis is available here. And a video recording of my defence can be seen here. My jury members were Bart De Bruyn. My PhD supervisor), Simeon Ball. And Marnix Van Daele. Chair of the committee). The images on the front and back cover of the thesis are drawings of the split Cayley hexagon. E Kowalski's blog. Mathematics is ...

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Incidence Bounds and Interlacing Eigenvalues | Anurag's Math Blog

https://anuragbishnoi.wordpress.com/2016/09/26/incidence-bounds-and-interlacing-eigenvalues

Anurag's Math Blog. Generalized hexagons containing a subhexagon. Incidence Bounds and Interlacing Eigenvalues. September 26, 2016. The Szemerédi Trotter theorem. Is one of the central results in discrete geometry. Which gives us a (tight) bound on the number of incidences, i.e., the number of point-line pairs with the point lying on the line, between finite sets of points and lines in the Euclidean plane. More precisely, let. Be finite sets of points and lines, respectively, in. In 2011, Vinh proved that.

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Generalized hexagons containing a subhexagon | Anurag's Math Blog

https://anuragbishnoi.wordpress.com/2016/07/05/generalized-hexagons-containing-a-subhexagon

Anurag's Math Blog. Applications of Alon-Furedi to finite geometry. Incidence Bounds and Interlacing Eigenvalues →. Generalized hexagons containing a subhexagon. July 5, 2016. I have recently uploaded a joint paper with Bart, “On generalized hexagons of order. Containing a subhexagon”,on arXiv. And submitted it for publication. In this work we extend the results of my first paper, which I discussed here. By proving the following:. Be a generalized hexagon isomorphic to the split Cayley hexagon. There is ...

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Math notes | Anurag's Math Blog

https://anuragbishnoi.wordpress.com/math-notes

Anurag's Math Blog. Very few Moore graphs. Some basic concepts in finite geometries. 8211; old stuff from my internship with Bhaskar Bagchi. Grid reduction of polynomials, Combinatorial Nullstellensätze and Chevalley-Warning theorems. Symmetric polynomials and finite fields. The cap set problem using the polynomial method. 8211; notes on the result by Ellenberg-Gijswijt based on the techniques of Croot-Lev-Pach which is discussed here. Leave a Reply Cancel reply. Enter your comment here. For the love of ...

ongraphs.de ongraphs.de

wads Archives - on graphs

http://ongraphs.de/blog/tag/wads

About me and this blog. A blog on geometric graphs and other things. About me and this blog. January 27, 2015. Almost a year ago I had a post about citation networks of interconnected communities. Continue reading →. We need your help (user study in graph drawing). MiniMetro Subway Layout Game. Combinatorics and more (Gil Kalai). Ernie's 3D Pancakes (Jeff Erickson). Geometry and the imagination (Danny Calegary). Gödels Lost Letter (Lipton/Regan). The Geomblog (Suresh Venkatasubramanian).

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About me and this blog - on graphs

http://ongraphs.de/blog/about

About me and this blog. A blog on geometric graphs and other things. About me and this blog. About me and this blog. Hi, my name is André. I am a scientist interested in Theory of Computer Science and Discrete Math. My main interest are geometric graphs. I study problems such as how to embed graphs, or how many crossing-free graphs exist. So why a blog? Hmm, basically I would like to find out what I have to say and if there are people interested in it. Leave a Reply Cancel reply.

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Report from GD2016 - on graphs

http://ongraphs.de/blog/2016/09/report-from-gd2016

About me and this blog. A blog on geometric graphs and other things. About me and this blog. September 28, 2016. Last week I was in Athens attending the 24th Symposium on Graph Drawing and Network Visualization. I will give a short report on what happened in Greece. As usual there were about 40 talks (2 of them were invited talks), a poster session and an onsite contest. Let me start with the talks. The program can be accessed here. St-order we can use this to compute an upward planar drawing on a grid&#...

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Some Plane Truths – Discrete geometry and other typos

Discrete geometry and other typos. October 16, 2016. Additive Energy of Real Point Sets. Over the years, more and more interactions between Discrete Geometry and Additive Combinatorics are being exposed. These include results such as the Green–Tao ordinary lines theorem. And Solymosi’s sum-product bound. Ciprian Demeter and Nets Katz. Continue reading →. Posted in Additive combinatorics. August 16, 2016. More) Local Properties that imply Many Distinct Distances. Last year I wrote a post. A while ago I no...

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