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Elliptic $G$-operators on manifolds with isolated singularities | | Anton Savin
; Boris Sternin
; | | Date: |
5 Nov 2015 | | Abstract: | In the present work we study elliptic operators on manifolds with
singularities in the situation, when the manifold is endowed with an action of
a discrete group $G$. As usual in elliptic theory, the Fredholm property of an
operator is governed by the properties of its principal symbol. We show that
the principal symbol in our situation is a pair, consisting of the symbol on
the main stratum (interior symbol) and the symbol at the conical point
(conormal symbol). Fredholm property of elliptic elements is obtained. | | Source: | arXiv, 1511.1886 | | Services: | Forum | Review | PDF | Favorites | |
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