# Representations of Algebraic Groups, Quantum Groups, and Lie Algebras

###### Georgia Benkart, Jens C. Jantzen, Zongzhu Lin, Daniel K. Nakano, and Brian J. Parshall, editors
Publisher:
American Mathematical Society
Publication Date:
2006
Number of Pages:
254
Format:
Paperback
Series:
Contemporary Mathematics 413
Price:
79.00
ISBN:
0821839241
Category:
Proceedings
We do not plan to review this book.

• C. P. Bendel, D. K. Nakano, and C. Pillen -- Extensions for finite groups of Lie type II: Filtering the truncated induction functor
• B. Deng and J. Du -- Algebras, representations and their derived categories over finite fields
• Y. Hashimoto, M. Kaneda, and D. Rumynin -- On localization of $D$-modules
• J. E. Humphreys -- Representations of reduced enveloping algebras and cells in the affine Weyl group
• S.-J. Kang, J.-A. Kim, and D.-U. Shin -- Nakajima's monomials and crystal bases
• G. Karaali -- A new Lie bialgebra structure on $sl(2,1)$
• J. Kujawa -- The Steinberg tensor product theorem for $GL(m|n)$
• Z. Lin and H. Rui -- Cyclotomic $q$-Schur algebras and Schur-Weyl duality
• T. Nakashima -- Geometric crystals and affine crystals
• C. Pillen -- Self-extensions for finite symplectic groups via algebraic groups
• A. Premet and H. Strade -- Classification of finite dimensional simple Lie algebras in prime characteristics
• E. C. Rowell -- From quantum groups to unitary modular tensor categories
• J. Xiao and G. Zhang -- A trip from representations of the Kronecker quiver to canonical bases of quantum affine algebras