Groups, rings, group rings, and Hopf algebras: international conference in honor of Donald S. Pa…
by International conference on groups, rings, group rings and Hopf algebras, Chicago, Etats-Unis), AMS special session on groups, rings, group rings and Hopf algebras, Chicago, Etats-Unis)
fromContemporary mathematics - American Mathematical Society (P…
"Representation theory is an important part of modern mathematics, not only as a subject in its own right but also as a tool for many applications. It provides a means for exploiting symmetry, making it particularly useful in number theory, algebraic geometry, and differential g…
Representation theory is an important part of modern mathematics, not only as a subject in its own right but also as a tool for many applications. It provides a means for exploiting symmetry, making it particularly useful in number theory, algebraic geometry, and differential ge…
This volume gives an introduction to the algebraic theory of Hecke algebras, which can be viewed as generalizations of group algebras. At first a careful look at the product leads to liftings of the basic isomorphism theorems and of anti-homomorphisms from the group level to the…
Relationships between positive functionals and multipliers are developed which lead to convergence theorems for the former and to identification theorems for the latter. Raikov's theorem on the convergence of positive-definite functions is extended so as to be valid for linear c…
