Contains articles on analysis, theory of algebraic groups, partial differential equations, pseudo differential operators, wavelets, and... Læs mere
Intended for students and researchers in mathematics, communications engineering, and economics, this book describes the probabilistic structure of a Gaussian process in terms of its... Læs mere
Data mining aims at finding interesting, useful or profitable information in very large databases. This book is based on lectures presented at the workshop on... Læs mere
One of the most active areas in mathematics is the topic of 'additive combinatorics'. This book brings together key researchers from different areas, sharing their insights in articles meant to inspire mathematicians coming from various backgrounds.
Consists of articles written on the occasion of the 60th birthday anniversary of the well-known St Petersburg specialist in number theory... Læs mere
Consists of articles written on the occasion of the 60th birthday anniversary of the well-known St Petersburg specialist in number theory... Læs mere
First published in 1947 by the Courant Institute of Mathematical Sciences of New York University under the title ""Modern Higher Algebra Galois Theory"", this title is based on lectures by Emil Artin and written by Albert A Blank.
A collection of papers on dynamical and statistical theory of nonlinear wave propagation in dispersive conservative media. It focuses on waves on the surface of an ideal fluid and on Rossby waves in the atmosphere. It also deals with weakly nonlinear waves.
Presents topics addressed at the working group meeting and workshop on Computer-generated Conjectures from Graph Theoretic and Chemical Databases held at Rutgers University... Læs mere
Contains four papers in different areas of mathematical physics united by the intrinsic coherence of the asymptotic methods used. This collection... Læs mere
Offers a selection of articles about fractal geometry. This book describes the contemporary advances in and around fractal geometry. It is suitable for graduate students and researchers interested in fractal geometry and its applications.
Discusses the theory of trigonometric and elliptic functions. This book includes subjects such as power series expansions, addition and multiple-angle formulas, and arithmetic-geometric means. It describes various aspects of the Poncelet Closure Theorem.