Peter Kronheimer

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Name	Peter Kronheimer
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Smooth four-manifolds with contractible universal cover

Relative version of Symplectic Thom conjecture.

Kähler structure on a complex reductive group

strong contactomorphism group inside contactomorphism group

Does the Bertini Theorem imply that there exists $k$ points such that passing through them imposes linearly independent conditions?

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sg.symplectic-geometry× 2
complex-geometry× 2
ag.algebraic-geometry× 2
symplectic-topology
smooth-manifolds
four-manifolds
differential-topology
contact-manifolds
contact-geometry
at.algebraic-topology

algebraic-groups

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