8 citations · 13 across the 5 of their papers we have counts for
5 papers
Range decreasing group homomorphisms and holomorphic maps between generalized loop spaces
Ning Zhang
Let resp. be a positive dimensional Lie group resp. connected complex manifold without boundary and a finite dimensional compact connected manifo…
A construction of dualizing categories by tensor products of categories
Yang Han, Ningmei Zhang
It is shown that the idempotent completion of the additive hull of the tensor product of the residue category of the category of paths of a locally finite quiver modulo an admissib…
The Picard group of the loop space of the Riemann sphere
Ning Zhang
The loop space of the Riemann sphere consisting of all or Sobolev maps from the circle to the sphere is an infinite dimensional complex manifold. We compute t…
Dolbeault cohomology of a loop space
Laszlo Lempert, Ning Zhang
The loop space LP_1 of the Riemann sphere is an infinite dimensional complex manifold consisting of maps (loops) from S^1 to P_1 in some fixed C^k or Sobolev W^{k,p} space. In this…
Holomorphic line bundles on the loop space of the Riemann sphere
Ning Zhang
The loop space of the Riemann sphere consisting of all or Sobolev maps from the circle to is an infinite dimensional complex ma…