Speaker
Jakob Geipel
(Hanover U.)
Description
This talk describes the quiver gauge theory on the Sasaki-Einstein manifold $T^{1,1}$ and its metric cone, the conifold, which is obtained by imposing an equivariance condition. The results are compared with those for the Kaehler coset $CP^1 \times CP^1$. A description of the moduli space of Hermitian Yang-Mills instantons in terms of adjoint orbits is given.
