Geodesic

Differential geometry, Lie groups and mechanics. Part 15–2

Geometry and Mathematical Physics. Editor's preface
On the topology of an integrable variant of a~nonholonomic Suslov problem
p. 7-21
Exact topological classification of Hamiltonian flows on smooth two-dimensional surfaces
p. 22-53
Singularities of momentum maps of integrable Hamiltonian systems with two degrees of freedom
p. 54-86
Integrable systems, Poisson pencils, and hyperelliptic Lax pairs
p. 87-103
Symplectic topology of integrable dynamical systems. Rough topological classification of classical cases of integrability in the dynamics of a~heavy rigid body
p. 104-183
Non-degenerate systems and generic properties of the integrable Hamiltonian systems
p. 184-192
Homology and cohomology of hypersurfaces with quadratic singular points in generic position
p. 193-198
Qualitative investigation of the three phase solutions of sine-Laplace equation
p. 199-216
$Q$-Deformation of Virasoro algebra and lattice conformal theories
p. 217-227
Semiclassical electron motion and Novikov conjecture
p. 228-234
Integrability and beyond
p. 235-244
Nonlinear evolution equations and their stationary reductions
p. 245-259
$q$-Deformed superspace and $q$-extended supersymmetric Hamiltonian with arbitrary superpotential
p. 260-272
Vacuum curves and classical integrable systems in $2+1$ discrete dimensions
p. 273-286
Statistical mechanics of nonlinear wave equations
p. 287-294
Quasi-classical limit of KP hierarchy, $W$-symmetries and free fermions
p. 295-303