Modern Analytic and Computational Methods in Science and Mathematics, Volume 3American Elsevier, 1963 - Numerical calculations |
Contents
NewtonRaphson Method | 11 |
VectorMatrix Approach | 11 |
The Riccati Equation | 11 |
Copyright | |
38 other sections not shown
Other editions - View all
Modern Analytic and Computational Methods in Science and Mathematics, Volume 1 No preview available - 1963 |
Common terms and phrases
AMATRX analytic approach approximation techniques b₁ BELLMAN boundary conditions c₁ c₂ CALL INTM coefficients consider convex denote differential approximation differential inequalities dipole discussion dynamic programming Euler equation fashion FORMAT function u(t functional equations given Green's function Hence initial approximation initial conditions initial values integration interval invariant imbedding INVERSE PROBLEM KAGIWADA KALABA KMAX linear algebraic linear algebraic equations linear differential equation linear equations linear systems Math mathematical matrix method minimizing monotonicity NMAX Nonlinear Differential Equations nonnegativity number of iterations numerical solution observation obtain operator optimal ordinary differential equations parameters partial differential equations Picard iteration PRINT Proc procedure quadratic convergence quasilinearization quasilinearization technique RAND Corporation recurrence relation Riccati equation second-order SIGMA solve storage SUBROUTINE successive approximations t₁ Theorem theory tion two-point boundary-value problem u₁ Un+1 variational problem vector x₁ XLAM Xn+1 yields ZKAPPA