Collected Papers
-15%
portes grátis
Collected Papers
Volume II 1967-1977
Kostant, Bertram; Vergne, Michele; Kumar, Shrawan; Joseph, Anthony
Springer-Verlag New York Inc.
11/2022
788
Dura
Inglês
9780387095844
15 a 20 dias
Descrição não disponível.
A Homomorphism in Exterior Algebra (with Novikoff, A.).- Quantization and Representation of Solvable Lie Groups (with Auslander, L.).- On Orbits Associated with Symmetric Spaces (with Rallis, S.).- On Representations Associated with Symmetric Spaces (with Rallis, S.).- On the Existence and Irreducibility of Certain Series of Representations.- On Certain Unitary Representations which arise from a Quantization Theory.- Orbits and Quantization Theory.- Quantization and Unitary Representations.- Orbits and Representations Associated with Symmetric Spaces (with Rallis, S.).- Polarization and Unitary Representations of Solvable Lie Groups (with Auslander, L.).- Line Bundles and the Prequantized Schroedinger Equation.- On Convexity, the Weyl Group and the Iwasawa Decomposition.- Symplectic Spinors.- Verma Modules and the Existence of Quasi-Invariant Differential Operators.- On the Existence and Irreducibility of Certain Series of Representations. On the Tensor Product of a Finite and an Infinite-Dimensional Representation.- On the Definition of Quantization.- The Euler Characteristic of an Affine Space Form is Zero (with Sullivan, D.).- On Macdonald's ?-Function Formula, the Laplacian and Generalized Exponents.- On the Structure of Certain Subalgebras of a Universal Enveloping Algebra (with Tirao, J.).- Graded Manifolds, Graded Lie Theory, and Prequantization.- Comments on Papers in Volume II.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Kostant collected papers;Kostant papers volume 2;Kostant 1960s;Kostant 1970s;Kostant Lie theory;Kostant Lie groups;graded Lie theory;Kostant representation theory;modern Lie theory;quantization;solvable Lie groups;symmetric spaces;line bundles;symplectic spinors;affine space;quantization and representation
A Homomorphism in Exterior Algebra (with Novikoff, A.).- Quantization and Representation of Solvable Lie Groups (with Auslander, L.).- On Orbits Associated with Symmetric Spaces (with Rallis, S.).- On Representations Associated with Symmetric Spaces (with Rallis, S.).- On the Existence and Irreducibility of Certain Series of Representations.- On Certain Unitary Representations which arise from a Quantization Theory.- Orbits and Quantization Theory.- Quantization and Unitary Representations.- Orbits and Representations Associated with Symmetric Spaces (with Rallis, S.).- Polarization and Unitary Representations of Solvable Lie Groups (with Auslander, L.).- Line Bundles and the Prequantized Schroedinger Equation.- On Convexity, the Weyl Group and the Iwasawa Decomposition.- Symplectic Spinors.- Verma Modules and the Existence of Quasi-Invariant Differential Operators.- On the Existence and Irreducibility of Certain Series of Representations. On the Tensor Product of a Finite and an Infinite-Dimensional Representation.- On the Definition of Quantization.- The Euler Characteristic of an Affine Space Form is Zero (with Sullivan, D.).- On Macdonald's ?-Function Formula, the Laplacian and Generalized Exponents.- On the Structure of Certain Subalgebras of a Universal Enveloping Algebra (with Tirao, J.).- Graded Manifolds, Graded Lie Theory, and Prequantization.- Comments on Papers in Volume II.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Kostant collected papers;Kostant papers volume 2;Kostant 1960s;Kostant 1970s;Kostant Lie theory;Kostant Lie groups;graded Lie theory;Kostant representation theory;modern Lie theory;quantization;solvable Lie groups;symmetric spaces;line bundles;symplectic spinors;affine space;quantization and representation
