3 citations · 6 across the 4 of their papers we have counts for
4 papers
Equivariant Analytic Spectral Invariants of Açıkmeşe Lifts of Graphs with Self-Loops
Johnny Lim
We introduce and study equivariant analytic spectral invariants associated with the Açıkmeşe lift of a graph with self-loops . The canonical -action yields an or…
Equivariant Spectral Flow and Equivariant -invariants on Manifolds With Boundary
Johnny Lim, Hang Wang
In this article, we study several closely related invariants associated to Dirac operators on odd-dimensional manifolds with boundary with an action of the compact group of iso…
Equivariant Toeplitz index theory on odd-dimensional manifolds with boundary
Johnny Lim, Hang Wang
In this paper, we establish an equivariant version of Dai-Zhang's Toeplitz index theorem for compact odd-dimensional spin manifolds with even-dimensional boundary.
Analytic Pontryagin Duality
Johnny Lim
Let be a smooth compact manifold. We propose a geometric model for the group We study a well-defined and non-degenerate analytic duality pairing…