The functional-analytic approach to uniform algebras is inextricably interwoven with the theory of analytic functions. This volume includes a Bibliography, List of Special Symbols, and an Index. Each of the chapters is followed by notes and numerous exerci

Presents an account of the theory of probability measures on complete metric spaces. This title includes a description of the basics of topology on the set of measures. It discusses regularity, tightness, and perfectness of measures, properties of sampling

A photographic reprint of one of the great works in the history of Probability, the 2nd, revised and augmented edition published in 1713. This title presents the text in French.

Includes over 150 illustrations and 700 exercises.

Deals with the treatise on conic sections.

Discusses the theory of gamma function. This book covers properties related to the integral representations for $Gamma(x)$. It explores the properties of functions defined via series of factorials: $Omega(x)=sum s! a_s/(x(x+1)ldots(x+s))$, with application

A biography of Lord Kelvin, that includes Kelvin's personal recollections and data. It lets the documents and letters speak as far as possible for themselves.

A biography of Lord Kelvin, that includes Kelvin's personal recollections and data. It lets the documents and letters speak as far as possible for themselves.

Quantum mechanics is arguably the most successful physical theory. It provides the structure underlying all of our electronic technology, and much of our mastery over materials. Suitable for undergraduates with minimal mathematical preparation, this title

Intends to help students interested in geometric topology and to bridge the gap between entry-level graduate courses and research at the frontier as well as to demonstrate interrelations of decomposition theory with other parts of geometric topology. With