3 citations · 7 across the 4 of their papers we have counts for
4 papers
Rational version of Archimedes symplectomorphysm and birational Darboux coordinates on coadjoint orbit of
Mikhail V. Babich
A set of all linear transformations with a fixed Jordan structure is a symplectic manifold isomorphic to the coadjoint orbit of . Any linear transform…
Rational symplectic coordinates on the space of Fuchs equations -case
M. V. Babich
A method of constructing of Darboux coordinates on a space that is a symplectic reduction with respect to a diagonal action of $GL(m})$ on a Cartesian product of orbits of coad…
About coordinates on the phase-spaces of Schlesinger system ( matrices, -case) and Garnier--Painlevé 6 system
Mikhail V. Babich
The geometric model of the pathway linking Schlesinger and Garnier--Painlevé~6 systems based on an original orthonormalization of a set of elements in is constr…
Self-dual SU(2) invariant Einstein metrics and modular dependence of theta-functions
M. V. Babich, D. A. Korotkin
We simplify Hitchin's description of SU(2)-invariant self-dual Einstein metrics, making use of the tau-function of related four-pole Schlesinger system.