Over 1,100 common series, all grouped for easy reference. Arranged by category, these series include arithmetical and geometrical progressions, powers and products of natural numbers, figurate and polygonal numbers, inverse natural numbers, exponential and logarithmic series, binomials, simple inverse products, factorials, trigonometrical and hyperbolic expansions, and additional series. 1961 edition. Revised, enlarged second edition (1961) of the work published by Chapman & Hall, London, 1925.
Problems in Modern Mathematics by Stanislaw M. Ulam A distinguished mathematician considers problems in several fields of mathematics, including set theory, algebra, metric and topological spaces, topological groups, analysis, physical systems, and the use of computers as a heuristic aid.
An Introduction to the Theory of Stationary Random Functions by A. M. Yaglom Of value both to students and to professionals engaged in solving stochastic problems, this two-part treatment covers the general theory of stationary random functions and the Wiener-Kolmogorov theory of extrapolation and interpolation of random sequences and processes. Prerequisites are a rudimentary knowledge of probability and complex variable theory. 1962 edition.
The General Theory of Dirichlet's Series by G. H. Hardy, Marcel Riesz This classic work by two distinguished mathematicians explains theory and formulas behind Dirichlet's series and offers first systematic account of Riesz's theory of summation of series by typical means. 1915 edition.
