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calderón projector

Proceedings of the London Mathematical Society (1)

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Calderón Projector for the Hessian of the perturbed Chern–Simons function on a 3-manifold with boundary
Benjamin Himpel, Paul Kirk, Matthias Lesch
Journal:

Proceedings of the London Mathematical Society / Volume 89 / Issue 1 / July 2004

Published online by Cambridge University Press:

30 June 2004, pp. 241-272

Print publication:

July 2004
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The existence and continuity for the Calderón projector of the perturbed odd signature operator on a 3-manifold is established. As an application we give a new proof of a result of Taubes relating the modulo 2 spectral flow of a family of operators on a homology 3-sphere with the difference in local intersection numbers of the character varieties coming from a Heegard decomposition.