Global Analysis. Studies and Applications II

Inhaltsverzeichnis

• Cauchy indices and the index of a singular point of a vector field.
• Complete integrability with noncommuting integrals of certain euler equations.
• Multidimensional parametrized variational problems on riemannian manifolds.
• On certain classes of selections of many-valued mappings.
• On the spectral synthesis in the spaces of solutions of invariant differential equations.
• Topological aspects of geometrical theory of differential equations.
• On the principle of the shortest way in the dynamics of systems with constraints.
• Stochastic equations and differential geometry.
• Fundamental physical equations uniquely determined by their symmetry groups.
• Riemannian parallel translation, the ito integral, and stochastic equations on manifolds.
• An equivariant analogue of the index of a gradient vector field.
• On the topology of invertible linear singular integral operators.
• Model equation for dynamics of phase translation.
• The destruction of spherical symmetry in non-linear variational problems.