V. Alexandrov

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N ov 2 00 1 Flexible polyhedra in the Minkowski 3-space

V. Alexandrov, 2002 .

The Dehn invariants of the Bricard octahedra

V. Alexandrov, 2009, 0901.2989.

New manifestations of the Darboux's rotation and translation fields of a surface

V. Alexandrov, 2009, 0910.5164.

Blaschke addition and convex polyhedra

V. Alexandrov, S. Kutateladze, N. Kopteva, 2005, math/0502345.

Preface

Victor Alexandrov, Hellmuth Stachel, Idzhad Kh. Sabitov, 2010, Eur. J. Comb..

How to decide whether two convex octahedra are affinely equivalent using their natural developments only

V. Alexandrov, 2022, 2203.05305.

Flexible polyhedra in Minkowski 3-space

V. Alexandrov, 2001, math/0111003.

Blaschke addition and convex polyhedra

V. Alexandrov, S. Kutateladze, N. Kopteva, 2005, math/0502345.

A sufficient condition for a polyhedron to be rigid

V. Alexandrov, 2018, Journal of Geometry.

Flexible polyhedra in Minkowski 3-space

V. Alexandrov, 2001, math/0111003.

Implicit Function Theorem for Systems of Polynomial Equations with Vanishing Jacobian and Its Application to Flexible Polyhedra and Frameworks

V. Alexandrov, 2000, math/0006126.

2 9 Ju l 1 99 9 Higher dimensional flexible polyhedra ∗

V. Alexandrov, 1999 .

How to decide whether two convex octahedra are affinely equivalent using their natural developments only

V. Alexandrov, 2022, 2203.05305.

Recognition of Affine-Equivalent Polyhedra by Their Natural Developments

V. Alexandrov, 2021, Siberian Mathematical Journal.

A sufficient condition for a polyhedron to be rigid

V. Alexandrov, 2019, Journal of Geometry.

The spectrum of the Laplacian in a domain bounded by a flexible polyhedron in $$\mathbb R^d$$ does not always remain unaltered during the flex

V. Alexandrov, 2018, 1809.00322.

Strongly correlated surface states

V. Alexandrov, 2014 .

Spin and holographic metals

V. Alexandrov, P. Coleman, 2012, 1204.6310.

Kondo breakdown in topological Kondo insulators.

V. Alexandrov, P. Coleman, O. Erten, 2015, Physical review letters.

End states in a one-dimensional topological Kondo insulator in large- N limit

V. Alexandrov, P. Coleman, 2014 .

Cubic topological Kondo insulators.

V. Alexandrov, P. Coleman, M. Dzero, 2013, Physical review letters.

On Pure Spinor Superfield Formalism

V. Alexandrov, D. Krotov, V. Lysov, 2007, 0705.2191.

On a differential test of homeomorphism, found by N.V. Efimov

V. Alexandrov, 2010, 1010.3637.

An analytical approach to the Rational Simplex Problem

V. Alexandrov, 2013, 1304.7464.

Continuous deformations of polyhedra that do not alter the dihedral angles

V. Alexandrov, 2013, Geometriae Dedicata.

Continuous deformations of polyhedra that do not alter the dihedral angles

V. Alexandrov, 2012, 1212.4676.

Around Efimov’s differential test for homeomorphism

V. Alexandrov, 2020, Beiträge zur Algebra und Geometrie / Contributions to Algebra and Geometry.

End states in a 1-D topological Kondo insulator

V. Alexandrov, P. Coleman, 2014, 1403.6819.

Algebra versus analysis in the theory of flexible polyhedra

V. Alexandrov, 2009, 0902.0186.

Minkowski-type and Alexandrov-Type Theorems for Polyhedral Herissons

V. Alexandrov, 2002, math/0211286.

Why there is no an existence theorem for a convex polytope with prescribed directions and perimeters of the faces?

V. Alexandrov, 2017, Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg.

Around the A.D. Alexandrov's theorem on a characterization of a sphere

V. Alexandrov, 2012, 1212.5047.