# \$K\$-theoretical index theorems for good orbifolds

```@inproceedings{Farsi1992KtheoreticalIT,
title={\\$K\\$-theoretical index theorems for good orbifolds},
author={Carla Farsi},
year={1992}
}```
In this note we study index theory for general and good orbifolds. We prove a A'-theoretical index theorem for good orbifolds, and from this we deduce as a corollary a numerical index formula. Let D be a pseudodifferential elliptic operator on the^closed orbifold Q. In § 1 we give an index formula involving a certain class (D) associated to D. In §2 we prove a AMheoretical index theorem (in analogy with the main theorem in (9)) for good orbifolds (a good orbifold is an orbifold that can be… Expand
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