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We define an integer valued invariant of homology spheres using the methods of SU(3) gauge theory and study its behavior under orientation reversal and connected sum.
We develop techniques for computing the integer valued SU(3) Casson invariant defined in . Our method involves resolving the singularities in the flat moduli space using a twisting perturbation… (More)
The thermal and fluid characteristics of elliptic cross section filament box lattices are studied. Analytical models for porosity and specific surface area are developed and are expressed in terms of… (More)
We derive a gauge theoretic invariant of integral homology 3-spheres which counts gauge orbits of irreducible, perturbed flat SU(3) connections with sign given by spectral flow. To compensate for the… (More)
We provide a formula for the SU(3) Casson invariant for 3-manifolds given as the connected sum of two integral homology 3-spheres.
An equivariant jet transversality framework is developed for the study of critical sets of invariant functions on G manifolds. Techniques are developed to extend transversality results to the… (More)