Sufficient conditions on d_h, d_w, and Θ allow solutions to Wick-renormalized parabolic stochastic quantization equations on rough metric measure spaces, with invariant measures constructed for global solutions.
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A combination of graph truncation, localized regularization, and finite element discretization yields strong convergence for degenerate parabolic SPDEs on non-compact metric graphs.
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Wick Renormalized Parabolic Stochastic Quantization Equations on Rough Metric Measure Spaces
Sufficient conditions on d_h, d_w, and Θ allow solutions to Wick-renormalized parabolic stochastic quantization equations on rough metric measure spaces, with invariant measures constructed for global solutions.
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A regularized truncated finite element method for degenerate parabolic stochastic PDE on non-compact graph
A combination of graph truncation, localized regularization, and finite element discretization yields strong convergence for degenerate parabolic SPDEs on non-compact metric graphs.