Introduction 1. Quantum groups 2. Representation theory of quantum groups 3. Quantum matrix spaces 4. Quantum determinants 5. The antipode and quantum linear groups 6. Some closed subgroups 7. Frobenius morphisms and kernels 8. Global representation theory 9. Infinitesimal representation theory 10. The generalization of certain important theorems on the cohomology of vector bundles on the flag manifold 11. $q$-Schur algebras
Notes
"January 1991, volume 89, number 439 (second of 3 numbers)."
Bibliography
Includes bibliographical references (pages 155-157)