Proves Skorokhod decompositions and represents Hida distributions via bounded-variation vector measures for gradient Dirichlet forms on ρ^a μ^β and ρ μ^β, where μ^β is Brownian bridge law.
Introduction to the theory of (nonsymmetric)
3 Pith papers cite this work. Polarity classification is still indexing.
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Proves that SO(3) lattice Yang-Mills theory fails Wilson's confinement criterion at strong coupling.
Establishes weak convergence of the quadratic field for speed-change Kawasaki dynamics to equilibrium fluctuation in the non-gradient case.
citing papers explorer
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On Skorokhod Problems for Reflected and Singular Stochastic Heat Equations
Proves Skorokhod decompositions and represents Hida distributions via bounded-variation vector measures for gradient Dirichlet forms on ρ^a μ^β and ρ μ^β, where μ^β is Brownian bridge law.
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Deconfinement For $\mathrm{SO}(3)$ Lattice Yang-Mills at Strong Coupling
Proves that SO(3) lattice Yang-Mills theory fails Wilson's confinement criterion at strong coupling.
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Quadratic fluctuations of speed-change Kawasaki dynamics
Establishes weak convergence of the quadratic field for speed-change Kawasaki dynamics to equilibrium fluctuation in the non-gradient case.