The authors' purpose in writing this title is to put material which they found stimulating and interesting as graduate students into form. It is intended for individual study and for use as a text for graduate level courses such as the one from which this material stems, given by Professor W. Ambrose at MIT in 1958-1959. Previously the material had been organized in roughly the same form by him and Professor I.M. Singer, and they in turn drew upon the work of Ehresmann, Chern, and E. Cartan. The authors' contributions have been primarily to fill out the material with details, asides and...
The authors' purpose in writing this title is to put material which they found stimulating and interesting as graduate students into form. It is inten...
Covers four short books written by outstanding German mathematicians, including "The Continuum" by Hermann Weyl, "Mathematical Analysis of Space Problems", and "Statement and Proof of Some New Results in Function Theory".
Covers four short books written by outstanding German mathematicians, including "The Continuum" by Hermann Weyl, "Mathematical Analysis of Space Probl...
The 1930s were important years in the development of modern topology. This title focuses on combinatorial and algebraic topology. It covers topics such as: simplicial homology (coefficients in $mathbb$ or $mathbb_2$), local homology, surface topology
The 1930s were important years in the development of modern topology. This title focuses on combinatorial and algebraic topology. It covers topics suc...
Oliver Heaviside is probably best known to the majority of mathematicians for the Heaviside function in the theory of distribution. However, his main research activity concerned the theory of electricity and magnetism. This book brings together many of Hea
Oliver Heaviside is probably best known to the majority of mathematicians for the Heaviside function in the theory of distribution. However, his main ...
Presents Brownian motion and deals with stochastic integrals and differentials, including Ito lemma. This book is devoted to topics of stochastic integral equations and stochastic integral equations on smooth manifolds. It is suitable for graduate students
Presents Brownian motion and deals with stochastic integrals and differentials, including Ito lemma. This book is devoted to topics of stochastic inte...
Deals with the theory of Toeplitz forms. This work also focuses on applications, in particular to the calculus of probability and mathematical statistics. It intends to elucidate the principal ideas of this chapter of modern analysis and to help the interested student of mathematical statistics to acquire a working knowledge of the subject.
Deals with the theory of Toeplitz forms. This work also focuses on applications, in particular to the calculus of probability and mathematical statist...
The theory of finite simple groups enjoyed a period of spectacular activity in the 1950s and 1960s. This title gives an introduction to finite groups and the classification of the simple groups.
The theory of finite simple groups enjoyed a period of spectacular activity in the 1950s and 1960s. This title gives an introduction to finite groups ...
