## Table of contents for Afternotes goes to graduate school : lectures on advanced numerical analysis : a series of lectures on advanced numerical analysis presented at the University of Maryland at College Park and recorded after the fact / G.W. Stewart.

Bibliographic record and links to related information available from the Library of Congress catalog

Information from electronic data provided by the publisher. May be incomplete or contain other coding.

Part I. Approximation. Lecture 1. General observations; Decline and fall; The linear sine; Approximation in normed linear spaces; Significant differences; Lecture 2. The space C[0,1]; Existence of best approximations; Uniqueness of best approximations; Convergence in C[0,1]; The Weierstrass approximation theorem; Bernstein polynomials; Comments; Lecture 3. Chebyshev approximation; Uniqueness; Convergence of Chebyshev approximations; Rates of convergence; Part II. Linear and Cubic Splines. Lecture 10. Piecewise linear interpolation; The error in L(f); Approximations in the $\infty$-norm; Hat functions; Integration; Least squares approximation; Implementations issues; Lecture 11. Cubic splines; Derivation of the cubic spline; End conditions; Convergence; Locality; Part III. Eigensystems; Part III. Eigensystems; Part IV. Krylov Sequence Methods; Part V. Iterations, Linear and Nonlinear.

Library of Congress subject headings for this publication:

Numerical analysis.