4 citations · 5 across the 3 of their papers we have counts for
3 papers
math.PR2023★ 1 cited
Hypocoercivity for infinite-dimensional non-linear degenerate stochastic differential equations with multiplicative noise
Alexander Bertram, Benedikt Eisenhuth, Martin Grothaus
We analyze infinite-dimensional non-linear degenerate stochastic differential equations with multiplicative noise. First, essential m-dissipativity of their associated Kolmogorov b…
math.PR2021
Convergence Rate for Degenerate Partial and Stochastic Differential Equations via weak Poincaré Inequalities
Alexander Bertram, Martin Grothaus
We employ weak hypocoercivity methods to study the long-term behavior of operator semigroups generated by degenerate Kolmogorov operators with variable second-order coefficients, w…
math.FA2021★ 4 cited
Essential m-dissipativity and hypocoercivity of Langevin dynamics with multiplicative noise
Alexander Bertram, Martin Grothaus
We provide a complete elaboration of the -Hilbert space hypocoercivity theorem for the degenerate Langevin dynamics with multiplicative noise, studying the longtime behaviour…