1.Sources of error 2.Approximation to numbers 3.Error propagation and generation 4.Floationg point arithmetic 5.Approximation to functions NONLINEAT EQUATIONS 6.Nonlinear algebraic and transcendental equations 7.The bisection method 8.Method of false position 9.The method of simple iteration 10.The Newton-Raphson iterative method SYSTEMS OF LINE EQUATIONS 11.Solution by elimination 12.Errors and ill-conditioning 13.The Gauss-Seidel Iterative mathod 14.Matrix inverstion 15.Use of LU decomposition 16.Testing for ill-conditioning THE EIGENVALUE PROBLEM 17.The power method FINITE DIFFERENCES 18.Tables 19.Forward,backward,and central difference notations 20.Polynomials INTERPOLATION 21.Linear and quadratic interpolation 22.Newton interpolation formulae 23.Lagrange interpolation formula 24.Divided differences 25.Inverse interpolation CURVE FITTING 26.Least squares 27.Least squares and Linear equations 28.Splines NUMERICAL DIFFERENTIATION 29.Finite differences NUMERICAL INTEGRATION 30.The trapezidal rule 31.Simpson;s rule 32.Gaussion integration formulae ORDINARY DIFFERENTIAL EQUATIONS 33.Single-step methods 34.Multistep methods 35.Higher order differential equations

등록된 사용후기

사용후기 쓰기 새 창 더보기

사용후기가 없습니다.

등록된 상품문의

상품문의 쓰기새 창 더보기

상품문의가 없습니다.

배송정보

교환/반품 정보