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The numerical scheme for solving Fredholm equation is also presented.
A numerical scheme for solving these equations is developed.
"A positivity-preserving semi-implicit discontinuous Galerkin scheme for solving extended magnetohydrodynamics equations". JOURNAL OF COMPUTATIONAL PHYSICS 278: 400-415.
We present a new scheme for solving the time-dependent Schrödinger equation in analytically stretched coordinates.
Moreover, we design a fast scheme for solving the corresponding truncated linear system.
The numerical scheme for solving 2D HF wave propagation equations is described.
A scheme for solving fairly large-scale problems is also presented.
A new discrete velocity scheme for solving the Boltzmann equation is described.
A new scheme for solving the Vlasov equation using a phase space grid is proposed.
We present a new adaptive numerical scheme for solving parabolic PDEs in Cartesian geometry.
We design a wavelet optimized finite difference (WOFD) scheme for solving self-adjoint singularly perturbed boundary value problems.
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