reflecting boundary
1.Algebraic Bethe Ansatz for the Supersymmetric t-J Model With Reflecting Boundary Conditions in FBF Background
2.We prove that the answer of stationary wave under cyclic boundary condition that has double length of the monatomic chain is the same as the answer under reflecting boundary condition.
3.To understand the performance of DOA estimation using vector hydrophone array in a reflecting boundary, based on the reflecting model of plan acoustic wave, the improved Bartlett and Capon spatial spectrum are presented, and then the general frame is set up. The ability of DOA estimation using vector hydrophone array is also compared with that of pressure hydrophone array in rigid boundary.
4.In this paper,we establish the Einstein relation for the reflecting diffusion on a compact domain of a Riemanian manifold with boundary and give the explicit form for a kind of stochastic differential equation with local time in the case of dimension one.
