Upper bounds on Poincaré and Log-Sobolev constants for doubly weighted sticky-reflecting Brownian motion on manifolds under curvature assumptions, plus a Steklov eigenvalue lower bound.
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Functional Inequalities for doubly weighted Brownian Motion with Sticky-Reflecting Boundary Diffusion
Upper bounds on Poincaré and Log-Sobolev constants for doubly weighted sticky-reflecting Brownian motion on manifolds under curvature assumptions, plus a Steklov eigenvalue lower bound.