Go Back to 618-242 (Mathematics, Faculty of Science, v4, p211)
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Source=[Linear equations: matrix norm, scaling, pivoting, stability, iterative methods, tri-diagonal systems. Function approximation: minimax, least squares, orthogonal polynomials, cubic splines; finite differences; interpolation, differentiation, integration. Ordinary differential equations: initial value problems; boundary value problems; numerical integration, asymptotic error formula; Runge-Kutta procedures.]
Xref = [<i>Linear equations</i> Matrix norm, scaling, pivoting, stability, iterative methods, tri-diagonal systems. <i>Function approximation</i> Minimax, least squares, orthogonal polynomials, cubic splines; finite differences; interpolation, differentiation, integration. <i>Ordinary differential equations</i> Initial value problems; boundary value problems; numerical integration, asymptotic error formula; Runge-Kutta procedures.]
Mon Oct 9 16:30:34 1995
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