Persons: Avksentyev, Evgeny Aleksandrovich

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Avksentyev, Evgeny Aleksandrovich

Candidate of physico-mathematical sciences

Speciality:

01.01.01 (Real analysis, complex analysis, and functional analysis)

E-mail:

Keywords:

blending surface, Darboux cyclide, Dupin cyclides, invariant measure, Poncelet type closure theorems, Emch theorem

Subject:

blending surfaces theory, Lie contact transformations, Poncelet type closure theorems, invariant measure, classical geometry.

	Publications in Math-Net.Ru	Citations
	2015
1.	E. A. Avksentyev, “The Great Emch Closure Theorem and a combinatorial proof of Poncelet's Theorem”, Mat. Sb., 206:11 (2015), 3–18 ; Sb. Math., 206:11 (2015), 1509–1523	1
	2014
2.	E. A. Avksentyev, “A universal measure for a pencil of conics and the Great Poncelet Theorem”, Mat. Sb., 205:5 (2014), 3–22 ; Sb. Math., 205:5 (2014), 613–632	2
	2012
3.	E. A. Avksentyev, “Metric properties of poncelet polygonal lines”, Vestnik Moskov. Univ. Ser. 1. Mat. Mekh., 2012, no. 3, 43–47 ; Moscow University Mathematics Bulletin, 67:3 (2012), 116–120	2

Presentations in Math-Net.Ru

1.	Инвариантные меры и теоремы о замыкании Понселе E. A. Avksentyev December 1, 2015
2.	Инвариантные меры и теоремы о замыкании Понселе E. A. Avksentyev MIPT Interdepartmental Seminar on Discrete Mathematics November 11, 2015
3.	Инвариантные меры и теоремы о замыкании типа Понселе E. A. Avksentyev Discrete and Computational Geometry October 20, 2015 13:55
4.	Универсальная мера пучка коник и Большая теорема Понселе E. A. Avksent'ev Knots and Representation Theory November 12, 2013 18:30
5.	The great Poncelet theorem and invariant measures on conics E. A. Avksent'ev Modern geometry methods October 3, 2012 18:30
6.	Poncelet polygonal lines and invariant measures on conics E. A. Avksent'ev Differential geometry and applications September 24, 2012 16:45

Organisations