TY  - BOOK
AU  - Adams,Jeffrey D & et al
AU  - Adans,Jeffrey D.
TI  - Unitary representations of real reductive groups
T2  - Asterisque
SN  - 9782856299180
U1  - 512.22 23
PY  - 2020///
CY  - Paris
PB  - Societe Mathematique De France
KW  - Uniteary Representation
KW  - Kazhdan-Lusztig Polynomial
KW  - Hermitian Form
N1  - Includes bibliographical references; Index of notation -- First introduction -- Nonunitary representations -- Real reductive groups -- Maximal tori -- Coverings of tori -- Langlands classification and the nonunitary dual -- Second introduction: the shape of the unitary dual -- Hermitian forms on (h,L(C)) modules -- Interlude: realizing standard modules -- Invariant forms on irreducible representations -- Standard and c-invariant forms in the equal rank case -- Twisting by the Cartan involution -- Langlands parameters for extended groups -- Jantzen filtrations and Hermitian forms -- Signature characters for c-invariant forms -- Translation functiors: firsat facts -- Translation functors for extended groups -- Kazhdan-Lusztig polynomials for characters -- Kazhdan-Lusztig polynomials for c-invariant forms -- Deformation to v=0 -- Example: Hermitian forms for SL(2,C) -- Bibliography
ER  -