Tamed relaxing Feynman-Kac diffusions emerge from killed-branching processes when the potential has negative subdomains, with consistency shown by simulations on 1D double-well models.
It is nowadays a widely accepted routine to employ the ”euclideanization” of otherwise intractable (mostly) quantum models
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Tamed Feynman-Kac diffusion processes: Killing-branching intertwine
Tamed relaxing Feynman-Kac diffusions emerge from killed-branching processes when the potential has negative subdomains, with consistency shown by simulations on 1D double-well models.