Spectral geometry of symplectic spinors
arXiv:1508.03684 · doi:10.1063/1.4934364
Abstract
Symplectic spinors form an infinite-rank vector bundle. Dirac operators on this bundle were constructed recently by K.~Habermann. Here we study the spectral geometry aspects of these operators. In particular, we define the associated distance function and compute the heat trace asymptotics.
11 pages, v2: misprints corrected