Highly Influenced

@inproceedings{Teh2013NonperturbativeSA, title={Nonperturbative spectral action of round coset spaces of SU . 2 /}, author={Kevin Teh}, year={2013} }

- Published 2013

We compute the spectral action of SU.2/= with the trivial spin structure and the round metric and find it in each case to be equal to 1 j j .ƒ O f .0/ 1 4 ƒ O f .0//CO.ƒ /. We do this by explicitly computing the spectrum of the Dirac operator for SU.2/= equipped with the trivial spin structure and a selection of metrics. Here is a finite subgroup of SU.2/. In the case where is cyclic, or dicyclic, we consider the one-parameter family of Berger metrics, which includes the round metric, and when… CONTINUE READING

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