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Ivan Dynnikov
Ivan Dynnikov
Steklov Mathematical Institute
Verified email at mech.math.msu.su
Title
Cited by
Cited by
Year
Ordering braids
P Dehornoy, I Dynnikov, D Rolfsen, B Wiest
American Mathematical Soc., 2008
1762008
Why are braids orderable?
P Dehornoy, I Dynnikov, D Rolfsen, B Wiest
Société mathématique de France 14, xiii+ 190, 2002
1542002
Arc-presentations of links: monotonic simplification
I Dynnikov
Fundamenta Mathematicae 1 (190), 29-76, 2006
1292006
Discrete spectral symmetries of low-dimensional differential operators and difference operators on regular lattices and two-dimensional manifolds
SP Novikov, IA Dynnikov
Russian Mathematical Surveys 52 (5), 1057, 1997
891997
On the complexity of braids
I Dynnikov, B Wiest
Journal of the European Mathematical Society 9 (4), 801-840, 2007
882007
On a Yang-Baxter map and the Dehornoy ordering
IA Dynnikov
Russian Mathematical Surveys 57 (3), 592, 2002
782002
Geometry of plane sections of the infinite regular skew polyhedron {4, 6| 4}
R DeLeo, IA Dynnikov
Geometriae Dedicata 138, 51-67, 2009
662009
Geometry of the triangle equation on two-manifolds
IA Dynnikov, SP Novikov
arXiv preprint math-ph/0208041, 2002
652002
Semiclassical motion of the electron. A proof of the Novikov conjecture in general position and counterexamples
IA Dynnikov
Translations of the American Mathematical Society-Series 2 179, 45-74, 1997
651997
Bypasses for rectangular diagrams. A proof of the Jones conjecture and related questions
I Dynnikov, M Prasolov
Transactions of the Moscow Mathematical Society 74, 97-144, 2013
532013
The geometry of stability regions in Novikov's problem on the semiclassical motion of an electron
IA Dynnikov
Russian Mathematical Surveys 54 (1), 21, 1999
501999
Proof of SP Novikov's conjecture on the semiclassical motion of an electron
IA Dynnikov
Mathematical Notes 53, 495-501, 1993
431993
Proof of SP Novikov's conjecture for the case of small perturbations of rational magnetic fields
IA Dynnikov
Russian Mathematical Surveys 47 (3), 172, 1992
371992
Integrable gradient flows and Morse theory
IA Dynnikov, AP Veselov
arXiv preprint dg-ga/9506004, 1995
36*1995
Symmetric band complexes of thin type and chaotic sections which are not quite chaotic
I Dynnikov, A Skripchenko
Transactions of the Moscow Mathematical Society 76, 251-269, 2015
352015
Topology of quasi-periodic functions on the plane
IA Dynnikov, SP Novikov
Russian Mathematical Surveys 60 (1), 1, 2005
322005
Surfaces in 3-Torus: Geometry of plane sections
I Dynnikov
PROGRESS IN MATHEMATICS-BOSTON- 168, 162-177, 1998
321998
Interval identification systems and plane sections of 3-periodic surfaces
IA Dynnikov
Proceedings of the Steklov Institute of Mathematics 263 (1), 65-77, 2008
262008
On typical leaves of a measured foliated 2-complex of thin type
I Dynnikov, A Skripchenko
Topology, geometry, integrable systems, and mathematical physics 234, 173-199, 2014
252014
Recognition algorithms in knot theory
IA Dynnikov
Russian Mathematical Surveys 58 (6), 1093, 2003
242003
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