borisalexeev.com

Boris Alexeev

I graduated from the PhD program in mathematics. Relatively recently. I was supported by the NSF graduate research fellowship. I am interested in some mix of algebra, combinatorics, and complexity. For over ten years, I co-organized the annual UGA high school math tournament. In Athens, Georgia. I'm not a boat. Email: bale.@math.princeton.edu. Username is first initial and last name). Office: 511 Fine Hall, Washington Rd, Princeton NJ 08544. Afonso S. Bandeira. Princeton), Jameson Cahill. IAS), Jacob Fox.

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Boris Alexeev | borisalexeev.com Reviews

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I graduated from the PhD program in mathematics. Relatively recently. I was supported by the NSF graduate research fellowship. I am interested in some mix of algebra, combinatorics, and complexity. For over ten years, I co-organized the annual UGA high school math tournament. In Athens, Georgia. I'm not a boat. Email: bale.@math.princeton.edu. Username is first initial and last name). Office: 511 Fine Hall, Washington Rd, Princeton NJ 08544. Afonso S. Bandeira. Princeton), Jameson Cahill. IAS), Jacob Fox.

<META> KEYWORDS

1 boris alexeev

2 at princeton

3 contact info

4 coauthors

5 texas

6 papers

7 matthew fickus

8 and dustin mixon

9 full spark frames

10 with jameson cahill

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Boris Alexeev | borisalexeev.com Reviews

https://borisalexeev.com

I graduated from the PhD program in mathematics. Relatively recently. I was supported by the NSF graduate research fellowship. I am interested in some mix of algebra, combinatorics, and complexity. For over ten years, I co-organized the annual UGA high school math tournament. In Athens, Georgia. I'm not a boat. Email: bale.@math.princeton.edu. Username is first initial and last name). Office: 511 Fine Hall, Washington Rd, Princeton NJ 08544. Afonso S. Bandeira. Princeton), Jameson Cahill. IAS), Jacob Fox.

INTERNAL PAGES

borisalexeev.com

1

Boris Alexeev: is not ...

http://borisalexeev.com/notme.html

If you search for me online, you may find a variety of other people sharing my name. Please be aware:. I have not worked on generalized Boltzmann physical kinetics. I am not a translator from Oregon. I am not a 94m-long ship. I am not an investment advisor. I am not chairman of the Novgorod election commission. I did not invent an artificial crystalline lens. Nor a butt-welding machine. I have never publicly commented on "suitcase nukes". In my capacity as the Russian army's top ecologist.

2

On minimal colorings without monochromatic solutions to a linear equation

http://borisalexeev.com/papers/foxgraham.html

On minimal colorings without monochromatic solutions to a linear equation. For a ring (R ) and system ( mathcal L ) of linear homogeneous equations, we call a coloring of the nonzero elements of (R ) minimal for. Boris Alexeev, Jacob Fox, and Ron Graham. On minimal colorings without monochromatic solutions to a linear equation. Combinatorial Number Theory, de Gruyter, Berlin, 2007, pp. 1–22. Integers the Electronic Journal of Combinatorial Number Theory 7. 2007), no. 2, 20pp.

3

Full spark frames

http://borisalexeev.com/papers/spark.html

Boris Alexeev, Jameson Cahill, and Dustin Mixon. Journal of Fourier Analysis and Applications 18. 2012), no. 6, 1167–1194. Persistent document object identifier (DOI). ArXiv online preprint server version. Math Reviews (MathSciNet) review.

4

Forbidden induced subgraphs of double-split graphs

http://borisalexeev.com/papers/ds.html

Forbidden induced subgraphs of double-split graphs. In the course of proving the strong perfect graph theorem, Chudnovsky, Robertson, Seymour, and Thomas showed that every perfect graph either belongs to one of five basic classes or admits one of several decompositions. Four of the basic classes are closed under taking induced subgraphs (and have known forbidden subgraph characterizations), while the fifth one, consisting of double-split graphs, is not. Boris Alexeev, Alexandra Fradkin, and Ilhee Kim.

5

On the complexity of Mumford-Shah type regularization, viewed as a relaxed sparsity constraint

http://borisalexeev.com/papers/sparsity.html

On the complexity of Mumford-Shah type regularization, viewed as a relaxed sparsity constraint. Boris Alexeev and Rachel Ward. On the complexity of Mumford-Shah type regularization, viewed as a relaxed sparsity constraint. IEEE Transactions on Image Processing 19. 2010), no. 10, 2787–2789. Persistent document object identifier (DOI). ArXiv online preprint server version. Math Reviews (MathSciNet) review.

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dustingmixon.wordpress.com

Dustin G. Mixon | Short, Fat Matrices

https://dustingmixon.wordpress.com/author/dustingmixon

Short, Fat Matrices. A research blog by Dustin G. Mixon. Author: Dustin G. Mixon. Recent developments in equiangular tight frames, II. July 4, 2016. By Dustin G. Mixon. Equiangular tight frames (ETFs) are optimal packings of lines through the origin. At the moment, they are the subject of a rapidly growing literature. In fact, there have been quite a few updates since my last post on this subject. Less than five months ago), and I’ve revamped the table of ETFs. 1 There is an ETF of 76 vectors in. 1 Intro...

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I graduated from the PhD program in mathematics. Relatively recently. I was supported by the NSF graduate research fellowship. I am interested in some mix of algebra, combinatorics, and complexity. For over ten years, I co-organized the annual UGA high school math tournament. In Athens, Georgia. I'm not a boat. Email: bale.@math.princeton.edu. Username is first initial and last name). Office: 511 Fine Hall, Washington Rd, Princeton NJ 08544. Afonso S. Bandeira. Princeton), Jameson Cahill. IAS), Jacob Fox.

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