-
Mikhail Goussarov (March 8, 1958,
Leningrad – June 25, 1999, Tel Aviv) was a
Soviet mathematician who
worked in low-dimensional topology. He and Victor...
- We give the
combinatorial definition of
finite type
invariant due to
Goussarov, and (independently) Joan
Birman and Xiao-Song Lin. Let V be a knot invariant...
- an
interpretation in Chern–Simons theory.
Viktor Vasilyev and
Mikhail Goussarov started the
theory of
finite type
invariants of knots. The coefficients...
-
Quantum isotopy invariant Ermakov–Lewis
invariant Hermitian invariant Goussarov–Habiro
theory of finite-type
invariant Linear quantum invariant (orthogonal...
- invariant – Type of
invariant in Knot
theory (or V****iliev or V****iliev–
Goussarov invariant)
Stick number –
Smallest number of
edges of an
equivalent polygonal...
-
called the
finite type invariants, were
discovered by V****iliev and
Goussarov.
These invariants,
initially described using "classical"
topological means...
- M.
Goussarov, and M. Polyak,
Calculus of
clovers and finite-type
invariants of 3-manifolds, Geom. and Topol., vol. 5 (2001), 75–108. M.N.
Goussarov, Variations...
-
general point of view by claspers,
which were
defined independently by
Goussarov and
Kazuo Habiro in the
later half of the 1990s. Chmutov, Sergei; Duzhi...
- and
classical (First ed.).
Chapman and Hall/CRC. ISBN 9781315370750.
Goussarov, Mikhail; Polyak, Michael; Viro, Oleg (2000). "Finite-type invariants...
