The Univeristy of Arkansas Lecture Notes in the Mathematical Sciences
1 total work
v. 7
Numerical Analysis of Parameterized Nonlinear Equations
by Werner C. Rheinboldt
Published 17 January 1986
One of the leading experts in the field discusses recent developments in the numerical analysis of nonlinear equations involving a finite number of parameters, and shows how these equations can be developed on a differential geometric basis. Topics include equilibrium manifolds, path-tracing on manifolds, aspects of computational stability analysis, discretization errors of parameterized equations, and computational error assessment and related questions.