2 citations · 2 across the 1 of their papers we have counts for
3 papers
math.DG2020
Deformation of Dirac operators along orbits and quantization of non-compact Hamiltonian torus manifolds
Hajime Fujita
We give a formulation of a deformation of Dirac operator along orbits of a group action on a possibly non-compact manifold to get an equivariant index and a K-homology cycle repres…
math.MG2018
A metric on the moduli space of bodies
Hajime Fujita, Kaho Ohashi
We construct a metric on the moduli space of bodies in Euclidean space. The moduli space is defined as the quotient space with respect to the action of integral affine transformati…
math.SG2012★ 2 cited
Geodesic flows on spheres and the local Riemann-Roch numbers
Hajime Fujita, Mikio Furuta, Takahiko Yoshida
We calculate the local Riemann-Roch numbers of the zero sections of and , where the local Riemann-Roch numbers are defined by using the -bundle structure o…