|aNumerical methods for evolutionary differential equations /|cby Uri M. Ascher.
|aPhiladelphia :|bSociety for Industrial and Applied Mathematics,|c2008.
|axiii, 395 p. :|bill.(some col.) ;|c26 cm.
|aComputational science & engineering
|aIncludes bibliographical references (p. 375-386) and index.
|aIntroduction -- Methods and concepts for ODEs -- Finite difference and finite volume methods -- Stability for constant coefficient problems -- Variable coefficient and nonlinear problems -- Hamiltonian systems and long time integration -- Dispersion and dissipation -- More on handling boundary conditions -- Several space variables and splitting methods -- Discontinuities and almost discontinuities -- Additional topic.
|aSuitable for researchers and graduate students, this text develops, analyses, and applies numerical methods for evolutionary, or time-dependent, differential problems.