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On the stratification of the orbit space for the action of automorphisms on connections

Witold Kondracki; Jan Rogulski — 1986

CONTENTSIntroduction..................................................................................................................................................5§1. Basic notions and notation.....................................................................................................................7 1.1. Automorphisms of principal bundles....................................................................................................7 1.2. Connections and parallel translations.................................................................................................9 1.3....

The density theorem for the actions of I.L.H.-Lie groups

Witold Kondracki; Michał Kozak — 1991

Mathematica Applicanda

The density theorem for the action of I.L.H.-Lie group G on the I.L.H.-manifold M is proved i.e. it was shown that the stratum with trivial isotropy group is open and dense subset of M.

On the dynamics for a mechanics with noncontinuous hamiltonians

Witold Kondracki; Michał Kozak — 1986

Mathematica Applicanda

Mechanical systems with noncontinuous or numerical [11] hamiltonian are considered. The method of defining a dynamics for such mechanical systems is given.

The topology of the Yang-Mills theory over torus

Klimek-Chudy, Sławomir; Kondracki, Witold III — 1984

Proceedings of the 12th Winter School on Abstract Analysis

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Currently displaying 1 – 4 of 4

On the stratification of the orbit space for the action of automorphisms on connections

The density theorem for the actions of I.L.H.-Lie groups

On the dynamics for a mechanics with noncontinuous hamiltonians

The topology of the Yang-Mills theory over torus