Alexander Kolpakov

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Leone SlavichDipartimento di Matematica, Università di PaviaVerified email at unipi.it
Bruno MartelliUniversità di PisaVerified email at unipi.it
Nikolay BogachevUniversity of TorontoVerified email at utoronto.ca
Alan ReidProfessor of Mathematics, Rice UniversityVerified email at rice.edu
Laura CiobanuProfessor of Mathematics, Heriot-Watt UniversityVerified email at splot.ch
Alexey TalambutsaSteklov Mathematical Institute of RAS, National Research University Higher School of EconomicsVerified email at hse.ru
Michael WermanThe Hebrew UniversityVerified email at mail.huji.ac.il
Maria DostertÉcole polytechnique fédérale de Lausanne (EPFL)Verified email at epfl.ch
Ruth KellerhalsProfessor for Mathematics, Université de FribourgVerified email at unifr.ch
Mikhail BelolipetskyIMPAVerified email at impa.br
Bjorn PoonenMIT, Distinguished Professor in ScienceVerified email at mit.edu
Michael RubinsteinProfessor of Mathematics, Univeristy of WaterlooVerified email at uwaterloo.ca
Alex KontorovichProfessor of Mathematics, Rutgers UniversityVerified email at rutgers.edu
Sinai RobinsProfessor of Mathematics, University of São PauloVerified email at ime.usp.br
Fernando Mario de Oliveira FilhoDelft University of TechnologyVerified email at tudelft.nl
Liudmila Ostroumova ProkhorenkovaYandexVerified email at yandex-team.ru
Dmitry BaranchukYandex ResearchVerified email at yandex-team.ru
Yury DemidovichPostdoctoral Fellow, KAUSTVerified email at kaust.edu.sa
Igor RivinMathematics Department, Temple UniversityVerified email at temple.edu
Kolpakov A GDr.Sci.

Alexander Kolpakov

University of Austin UATX

Verified email at uaustin.org

geometry combinatorics computer vision machine learning computer proofs


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Capacity and transport in contrast composite structures: asymptotic analysis and applications AA Kolpakov, AG Kolpakov CRC Press, 2009	92	2009
Hyperbolic four-manifolds with one cusp A Kolpakov, B Martelli Geometric and Functional Analysis 23 (6), 1903-1933, 2013	50	2013
Some hyperbolic three-manifolds that bound geometrically A Kolpakov, B Martelli, S Tschantz Proceedings of the American Mathematical Society 143 (9), 4103-4111, 2015	33	2015
Embedding arithmetic hyperbolic manifolds A Kolpakov, A Reid, L Slavich Mathematical Research Letters 25 (4), 1305 - 1328, 2018	28	2018
Numerical verification of the existence of the energy-concentration effect in a high-contrast heavy-charged composite material AA Kolpakov Journal of Engineering Physics and Thermophysics 80 (4), 812-819, 2007	27	2007
Deformation of finite-volume hyperbolic Coxeter polyhedra, limiting growth rates and Pisot numbers A Kolpakov European Journal of Combinatorics 33 (8), 1709-1724, 2012	26	2012
On the optimality of the ideal right-angled 24–cell A Kolpakov Algebraic & Geometric Topology 12 (4), 1941-1960, 2012	24	2012
Hyperbolic 4-manifolds, colourings and mutations A Kolpakov, L Slavich Proceedings of the London Mathematical Society 113 (2), 163-184, 2016	22	2016
Cusps of hyperbolic 4‐manifolds and rational homology spheres L Ferrari, A Kolpakov, L Slavich Proceedings of the London Mathematical Society 123 (6), 636-648, 2021	15	2021
Subspace stabilisers in hyperbolic lattices M Belolipetsky, N Bogachev, A Kolpakov, L Slavich arXiv preprint arXiv:2105.06897, 2021	15	2021
The minimal growth rate of cocompact Coxeter groups in hyperbolic 3-space R Kellerhals, A Kolpakov Canadian Journal of Mathematics 66 (2), 354-372, 2014	15	2014
Solution of the laminated plate design problem: new problems and algorithms AA Kolpakov, AG Kolpakov Computers & structures 83 (12-13), 964-975, 2005	15	2005
Space vectors forming rational angles KS Kedlaya, A Kolpakov, B Poonen, M Rubinstein arXiv preprint arXiv:2011.14232, 2020	14	2020
Symmetries of hyperbolic 4-manifolds A Kolpakov, L Slavich International Mathematics Research Notices 2016 (9), 2677-2716, 2015	14	2015
Volume formula for a ℤ2-symmetric spherical tetrahedron through its edge lengths A Kolpakov, A Mednykh, M Pashkevich Arkiv för Matematik 51 (1), 99-123, 2013	12	2013
Design of a laminated plate possessing the required stiffnesses using the minimum number of materials and layers AA Kolpakov Journal of Elasticity 86, 245-261, 2007	12	2007
On faces of quasi-arithmetic Coxeter polytopes N Bogachev, A Kolpakov International Mathematics Research Notices 2021 (4), 3078-3096, 2021	11	2021
On the effective stiffnesses of corrugated plates of various geometries AA Kolpakov, AG Kolpakov International Journal of Engineering Science 154, 103327, 2020	11	2020
Spherical structures on torus knots and links A Kolpakov, A Mednykh Siberian Mathematical Journal 50 (5), 856-866, 2009	10	2009
Many cusped hyperbolic 3-manifolds do not bound geometrically A Kolpakov, A Reid, S Riolo Proceedings of the American Mathematical Society 148 (5), 2233-2243, 2020	8	2020

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