| Title: | "A non-holonomic version of the Moser theorem and diffeomorphism
groups." |
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| Seminar: | Symplectic Topology Seminar |
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| Speaker: | Boris Khesin, University of Toronto |
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| Abstract: |
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| Abstract:
We present a non-holonomic version of the classical Moser theorem:
two
volume forms of equal total volume can be isotoped by the flow of a
vector
field tangent to a given non-holonomic distribution on a manifold. We
also
discuss an approach to this problem from the point of view of an
infinite-dimensional non-holonomic distribution on the diffeomorphism
groups, as well as a non-holonomic optimal transport problem. |
