"The interplay between finite dimensional algebras and Lie theory dates back many years. In more recent times, these interrelations have become even more striki

Is there a vector space whose dimension is the golden ratio? Of course not—the golden ratio is not an integer! But this can happen for generalizations of vect

This book consists of an expanded set of lectures on algebraic aspects of quantum groups. It particularly concentrates on quantized coordinate rings of algebrai

Here is an introduction to the theory of quantum groups with emphasis on the spectacular connections with knot theory and Drinfeld's recent fundamental contribu

The material is very well motivated ... Of the various monographs available on quantum groups, this one ... seems the most suitable for most mathematicians new