Equivariant Instanton Homology

Mike Miller Eismeier, University of Vermont, Burlington, Vermont, and Academia Sinica, Taipei, Taiwan

Chapters 1. Introduction 1. Properties of Moduli Spaces 2. Configuration spaces and their reducibles 3. Critical points and perturbations 4. Moduli spaces of instantons 5. Orientations 2. Equivariant Homology from Instantons 6. Floer homology 7. Examples, calculations, and comparisons A. Equivariant homology of dg-modules