Integrals of motion and quantum groups
R Donagi, B Dubrovin, E Frenkel, E Previato… - … at the 1st Session of the …, 1996 - Springer
R Donagi, B Dubrovin, E Frenkel, E Previato, B Feigin, E Frenkel
Integrable Systems and Quantum Groups: Lectures given at the 1st Session of …, 1996•Springer4. Quantum Toda field theories 4.1. Vertex operator algebras 4.2. The VOA of the
Heisenberg algebra 4.3. Quantum integrals of motion 4.4. Liouville theory 4.5. Quantum
groups and quantum BGG resolutions 4.6. Toda field theories associated to finite-
dimensional simple Lie algebras 4.7. Affine Toda field theories
Heisenberg algebra 4.3. Quantum integrals of motion 4.4. Liouville theory 4.5. Quantum
groups and quantum BGG resolutions 4.6. Toda field theories associated to finite-
dimensional simple Lie algebras 4.7. Affine Toda field theories
4. Quantum Toda field theories 4.1. Vertex operator algebras 4.2. The VOA of the Heisenberg algebra 4.3. Quantum integrals of motion 4.4. Liouville theory 4.5. Quantum groups and quantum BGG resolutions 4.6. Toda field theories associated to finite-dimensional simple Lie algebras 4.7. Affine Toda field theories
Springer
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