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Gauge theory in physics and mathematics refers to a field theory whose fields include principal bundles with connection.

5 votes
Accepted

Hyperkähler structure of framed instantons over $\smash{\overline{\mathbb{C}P}}^2$

When our hyperkähler 4-fold is no longer compact, is its instantons moduli space (maybe with some constraint about decaying condition) still hyperkähler? The "decay constraint" condition is called " …
Misha Verbitsky's user avatar
4 votes

Non simply connected HyperKähler 4-manifolds without ALE metrics

"Peter Kronheimer showed that each simply connected HyperKähler 4-manifold possesses an ALE metric." This is false as stated. K3 surface, or the Taub-NUT space, are simply connected 4-manifolds which …
Misha Verbitsky's user avatar
1 vote
1 answer
285 views

compact manifold as a hyperkahler quotient of an infinite-dimensional affine space

Is it possible to obtain K3 (or any other compact hyperkahler manifold) with its hyperkahler structure as a hyperkahler quotient of an infinite-dimensional affine quaternionic vector space with an a …
Misha Verbitsky's user avatar