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We describe how the use of generating functions helps solve Poisson's equation for different types of structured Markov chains and for driving functions, and ...
We describe how the use of generating functions helps solve Poisson's equation for different types of structured Markov chains and for driving functions, and ...
In particular, we solve Poisson's equation in the transform domain for skip-free Markov chains and Markov chains with linear displacement. Closed-form solutions ...
In particular, we solve Poisson's equation in the transform domain for skip-free Markov chains and Markov chains with linear displacement. Closed-form solutions ...
In particular, we solve Poisson's equation in the transform domain for skip-free Markov chains and Markov chains with linear displacement. Closed-form solutions ...
Oct 10, 2024 · This is the first attempt to study the asymptotic behavior of solutions to stochastic 3-D Euler-Poisson equations. For stochastic evolution ...
To be precise, the traditional finite difference approach simply approximates the Poisson's equation directly, because of which most of its difficulties persist ...
People also ask
If the inhomogeneous term of the Poisson's equation is analytic and if the boundary of a domain is an analytic curve, then, of course, the solution with.
In this final chapter we will apply the idea of Green's functions to PDEs, enabling us to solve the wave equation, diffusion equation and Laplace equation in ...
This paper considers the Poisson equation associated with time-homogeneous Markov chains on a countable state space. The discussion emphasizes probabilistic ...