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2. Representation Theory and Analysis on Homogeneous Spaces

Catalog

Books, media, physical & digital resources

6. Lie Groups and Algebraic Groups

8. Tensor Representations of O(V) and Sp(V)

9. Classical Invariant Theory

10. Highest-Weight Theory

11. Representations on Spaces of Regular Functions

13. Structure of Classical Groups

14. Algebraic Groups and Homogeneous Spaces

15. Tensor Representations of GL(V)

16. Algebras and Representations

19. Book Review: Operators and representation theory: Canonical models for algebras of operators arising in quantum mechanics

22. Symmetry, Representations, and Invariants

23. The algebra of K-invariant vector fields on a symmetric space G/K

25. Higher-order Sugawara operators for affine Lie algebras

26. Classical and quantum mechanical systems of Toda-lattice type

27. Whittaker vectors and conical vectors

28. Holomorphic representations of nilpotent Lie groups

29. Interpolation spaces and unitary representations

30. Classical and quantum-mechanical systems of Toda lattice type. I

32. Controlled Selection—A Technique in Probability Sampling

33. On the boundedness and unboundedness of certain convolution operators on nilpotent Lie groups

34. Sampling for the 1947 Survey of Consumer Finances

37. Complex Fourier analysis on a nilpotent Lie group

38. Analytic domination by fractional powers of a positive operator

39. One-parameter groups generated by operators in an enveloping algebra

40. Projective unitary positive-energy representations of diff (S1)

42. Filtrations and asymptotic automorphisms on nilpotent Lie groups

44. Positive-Energy Representations of the Group of Diffeomorphisms of the Circle

45. Classical and quantum mechanical systems of Toda-lattice type. II. Solutions of the classical flows

46. Nilpotent Lie Groups

47. Singular integral operators on nilpotent Lie groups

48. Filtrations and canonical coordinates on nilpotent Lie groups

49. Questions and Answers

50. Analytic and entire vectors for representations of Lie groups