S. Matveev

发表

DISTRIBUTIVE GROUPOIDS IN KNOT THEORY

S. Matveev, 1984 .

On the complexity of non-orientable Seifert fibre spaces

M. Mulazzani, S. Matveev, A. Cattabriga, 2017, 1704.06721.

New aspects of complexity theory for 3-manifolds

S. Matveev, A. Vesnin, E. Fominykh, 2018, Russian Mathematical Surveys.

Generalized graph manifolds and their effective recognition

S. Matveev, 1998 .

On a computer recognition of 3-manifolds

S. Matveev, 1997, math/9703211.

Additivity of complexity and Haken's method in the topology of three-dimensional manifolds

S. Matveev, 1989 .

Cubic complexes and finite type invariants

M. Polyak, S. Matveev, 2002, math/0204085.

Roots in 3-manifold topology

C. Hog-Angeloni, S. Matveev, 2009, 0904.1531.

Roots of knotted graphs and orbifolds

S. Matveev, 2005, math/0504415.

Roots of 3-manifolds and cobordisms

C. Hog-Angeloni, S. Matveev, 2005, math/0504223.

On a computer recognition of 3-manifolds

S. Matveev, 1997, math/9703211.

The Turaev-Viro Invariants

S. Matveev, 2003 .

Topological classification of integrable Hamiltonian systems with two degrees of freedom. List of systems of small complexity

A. Fomenko, A. Bolsinov, S. Matveev, 1990 .

Mathematisches Forschungsinstitut Oberwolfach Report No . 22 / 2008 Invariants in Low-Dimensional Topology Organised

M. Polyak, S. Chmutov, S. Duzhin, 2009 .

Generalized surgery of three-dimensional manifolds and representations of homology spheres

S. Matveev, 1987 .

Algorithmic Topology and Classification of 3-Manifolds

Sergei Matveev, S. Matveev, 2003 .

TRANSFORMATIONS OF SPECIAL SPINES AND THE ZEEMAN CONJECTURE

Sergei Matveev, S. Matveev, 1988 .

Complexity Theory of 3-Manifolds

Sergei Matveev, S. Matveev, 2003 .

Complexity theory of three-dimensional manifolds

Sergei Matveev, S. Matveev, 1990, Acta Applicandae Mathematicae.

Recognition and tabulation of 3-manifolds up to complexity 13

S. Matveev, 2020 .

A SIMPLE FORMULA FOR THE CASSON–WALKER INVARIANT

M. Polyak, S. Matveev, 2008, 0811.0606.

Tabulation of three-dimensional manifolds

Sergei Matveev, S. Matveev, 2005 .

Roots and decompositions of three-dimensional topological objects

S. Matveev, 2012 .

Reduction of knots in thickened surfaces and virtual knots

S. Matveev, F. Korablev, 2011 .

Classification of genus 1 virtual knots having at most five classical crossings

S. Matveev, Akimova Alena Andreevna, 2014 .

A semigroup of theta-curves in 3-manifolds

V. Turaev, S. Matveev, 2010, 1005.0308.

Classification of knots in T x I with at most 4 crossings

A. A. Akimova, S. Matveev, 2012, 1206.7018.

Classification of prime links in the thickened torus having crossing number 5

A. A. Akimova, S. Matveev, V. Tarkaev, 2020 .

Classification of Links of Small Complexity in the Thickened Torus

A. A. Akimova, S. Matveev, V. Tarkaev, 2018, Proceedings of the Steklov Institute of Mathematics.

Classification of Links of Small Complexity in the Thickened Torus

A. A. Akimova, S. Matveev, V. Tarkaev, 2018, Proceedings of the Steklov Institute of Mathematics.

Decomposition of homologically trivial knots in F × I

S. Matveev, 2010 .

ROUND MORSE FUNCTIONS AND ISOENERGY SURFACES OF INTEGRABLE HAMILTONIAN SYSTEMS

A. Fomenko, S. Matveev, V. Sharko, 1989 .

Algorithmic and Computer Methods for Three-Manifolds

Sergei Matveev, Anatoliĭ Timofeevich Fomenko, A. Fomenko, 1997 .

Classification of sufficiently large three-dimensional manifolds

S. Matveev, S V Matveev, 1997 .

Constant energy surfaces of Hamiltonian systems, enumeration of three-dimensional manifolds in increasing order of complexity, and computation of volumes of closed hyperbolic manifolds

Sergei Matveev, Anatoliĭ Timofeevich Fomenko, A. Fomenko, 1988 .

Universal 3-deformations of special polyhedra

S. Matveev, 1987 .

Zeeman's conjecture for unthickened special polyhedra is equivalent to the Andrews-Curtis conjecture

S. Matveev, 1987 .

A geometrical presentation of the surface mapping class group and surgery

M. Polyak, S. Matveev, 1994 .

Morse-type theory for integrable Hamiltonian systems with tame integrals

A. Fomenko, S. Matveev, 1988 .

TWO-SIDED ASYMPTOTIC BOUNDS FOR THE COMPLEXITY OF SOME CLOSED HYPERBOLIC THREE-MANIFOLDS

C. Petronio, S. Matveev, A. Vesnin, 2006, Journal of the Australian Mathematical Society.

DEFORMATIONS OF FUNCTIONS ON SURFACES BY ISOTOPIC TO THE IDENTITY DIFFEOMORPHISMS

A. Fomenko, S. Matveev, A. Bolsinov, 2019 .

Computer Recognition of Three-Manifolds

Sergei Matveev, S. Matveev, 1998, Exp. Math..

Classification of Knots of Small Complexity in Thickened Tori

A. A. Akimova, S. Matveev, 2014 .

AUTOMORPHISMS OF KRONROD-REEB GRAPHS OF MORSE FUNCTIONS ON 2-TORUS

W. Marzantowicz, O. Saeki, S. Matveev, 2019 .

Recognition and tabulation of 3-manifolds

S. Matveev, S. V. Matveev, 2005 .

Two-sided complexity bounds for Löbell manifolds

C. Petronio, S. Matveev, A. Vesnin, 2007 .

Computer classification of 3-manifolds.

S. V. Matveev, S. Matveev, 2000 .

Zeeman's Collapsing Conjecture

D. Rolfsen, A. J. Sieradski, C. Hog-Angeloni, 1993 .

A pr 2 00 2 CUBIC COMPLEXES AND FINITE TYPE INVARIANTS

M. Polyak, S. Matveev, 2022 .

Computer Presentation of 3-Manifolds

Sergei Matveev, S. Matveev, 2000, Digital and Image Geometry.

SPECIAL SPINES OF PIECEWISE LINEAR MANIFOLDS

S. Matveev, 1973 .

TRANSFORMATIONS OF SPECIAL SPINESAND THE ZEEMAN CONJECTURE

S. Matveev, 2017 .

Three-manifolds. Classical results

S. Matveev, 1995 .

An algorithm for the recognition of 3-spheres (according to Thompson)

Sergei Matveev, S. Matveev, 1995 .

Algorithmic Topology and Classification of 3-Manifolds (Algorithms and Computation in Mathematics)

Sergei Matveev, S. Matveev, 2007 .

Spines and Embeddings of n‐Manifolds

D. Rolfsen, S. Matveev, 1999 .

Computer Calculation of the Degree of Maps into the Poincare Homology Sphere

Sergei Matveev, Heiner Zieschang, Claude Hayat-Legrand, 2001, Exp. Math..

Finite-Type Invariants of Cubic Complexes

M. Polyak, S. Matveev, 2003 .