Criteria for Self-Adjointness of the Dirac Operator on Pseudomanifolds

Arthur W. Chou
1989 Proceedings of the American Mathematical Society  
We study the Dirac operator on pseudomanifolds with piecewise constant curvature metric. The criteria for the self-adjointness of the Dirac operator are obtained and a vanishing theorem is proved. At the end we make some comments on the index theorem and the .4-genus.
doi:10.2307/2047301 fatcat:dmi5vpnis5dsrn3fcugpddd6ue