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Discretization (Mathematics)

LC control no.sh2016001385
Topical headingDiscretization (Mathematics)
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See alsoDifferential equations--Numerical solutions
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Found inWork cat: McGregor, D. Compatible Discretizations for Maxwell's Equations with General Constitutive Laws, 2016.
Mcgraw Hill Dictionary Of Scientific And Technical Terms, 2003: (Discretization: A procedure in the numerical solution of partial differential equations in which the domain of the independent variable is subdivided into cells or elements and the equations are expressed in discrete form at each point by finite difference, finite volume, or finite element methods)
Stetter, H. Analysis of discretization methods for ordinary differential equations, 1973.
Gekeler, E. Discretization methods for stable initial value problems, 1984.
Rektorys, K. The method of discretization in time and partial differential equations, 1982.
Suris, Y. The problem of integrable discretization : Hamiltonian approach, 2003.
Wohlmuth, B. Discretization methods and iterative solvers based on domain decomposition, 2001.