Advanced engineering mathematics - Kreyszig, Erwin (New York : Wiley, 1979)
Ordinary differential equations of the first order -- Ordinary linear differential equations -- Systems of differential equations, phase plane, stability -- Power series solutions of differential equations -- Laplace transformation -- Linear algebra part I: Vectors -- Linear algebra part II: Matrices and determinants -- Vector differential calculus. Vector fields -- Line and surface integrals. Integral theorems -- Fourier series and integrals -- Partial differential equations -- Complex numbers. Complex analytic functions -- Conformal mapping -- Complex integrals -- Sequences and series -- Power series, Taylor series, Laurent series -- Integration by the mehod of residues -- Complex analytic functions and potential theory -- Numerical analysis -- Probability and statistics
Includes bibliographical references and index
Keywords: Mathematical physics; Engineering mathematics; Mathematics For engineering