Constructs a time-inhomogeneous Markov process on dyadic times for the 3D attractive point interaction via limiting sub-probability kernels from iterated Doob transforms and dyadic refinements, extended with a cemetery state.
Wang:Asymptotics and the sub-limit atL 2-criticality of higher moments for the SHE in dimension d≥3, arXiv:2410.06426 (2024)
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A dyadic construction of a three-dimensional attractive point interaction Markov family
Constructs a time-inhomogeneous Markov process on dyadic times for the 3D attractive point interaction via limiting sub-probability kernels from iterated Doob transforms and dyadic refinements, extended with a cemetery state.