Schwarz Albert S

Presentations in Math-Net.Ru

1. Lecture 13. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   May 3, 2022 20:05   
2. Lecture 12. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   April 26, 2022 20:05   
3. Lecture 11. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   April 19, 2022 20:05   
4. Lecture 10. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   April 12, 2022 20:05   
5. Lecture 9. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   April 5, 2022 20:05   
6. Lecture 8. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   March 29, 2022 20:05   
7. Lecture 7. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   March 22, 2022 20:05   
8. Lecture 6. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   March 15, 2022 20:05   
9. Lecture 5. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
   A. S. Schwarz
   Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
   March 8, 2022 20:05   
10. Lecture 4. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
    A. S. Schwarz
    Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
    February 28, 2022 20:00   
11. Lecture 3. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
    A. S. Schwarz
    Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
    February 21, 2022 20:00   
12. Lecture 2. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
    A. S. Schwarz
    Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
    February 14, 2022 20:00   
13. Lecture 1. Quantum mechanics and quantum field theory. Algebraic and geometric approaches
    A. S. Schwarz
    Course by A. S. Schwarz "Quantum mechanics and quantum field theory. Algebraic and geometric approaches"
    February 7, 2022 20:00   
14. Quantum mechanics, homogeneous cones, and Jordan algebras
    A. S. Schwarz
    Lie groups and invariant theory
    November 27, 2019 16:45