New developments in Lie theory and their applications. Proceedings of the third workshop on representation theory of Lie groups and their applications, held Córdoba, Argentina, in Aug.-Sept., 1989 (Q1202042)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Wallach, Nolan R.}, Automorphic forms. (Notes by Roberto Miatello), 1-25 [Zbl 0788.11016] \textit{Schmid, Wilfried}, Analytic and geometric realization of representations. (Notes by Jorge Vargas), 27-47 [Zbl 0808.22002] \textit{Lusztig, George}, Introduction to quantized enveloping algebras, 49-65 [Zbl 0767.17014] \textit{Kostant, Bertram}, The vanishing of scalar curvature on 6 manifolds, Einstein's equation, and representation theory, 67-86 [Zbl 0780.53044] \textit{Vogan, David A. jun.}, Unitary representations of reductive Lie groups and the orbit method. (Based on notes prepared by Jorge Vargas), 87-114 [Zbl 0789.22026] \textit{Rawnsley, John}, Twistor theory for Riemannian manifolds, 115-128 [Zbl 0773.53030] \textit{Gordon, Carolyn S.}, You can't hear the shape of a manifold, 129-146 [Zbl 0772.58062] \textit{Miatello, R. J.}, Kuznetsov formulas, 147-154 [Zbl 0786.11033] \textit{Rohlfs, Jürgen; Speh, Birgit}, Lefschetz numbers and cyclic base change for purely imaginary extensions, 155-161 [Zbl 0787.11021] \textit{Williams, Floyd L.}, Some zeta functions attached to \(\Gamma\backslash G/K\), 163-177 [Zbl 0786.11034] \textit{Tirao, Juan A.}, On the centralizer of \(K\) in the universal enveloping algebra of \(SO(n,1)\) and \(SU(n,1)\), 179-186 [Zbl 0786.17007] \textit{Andruskiewitsch, Nicolás}, On spherical modules, 187-198 [Zbl 0808.22004] \textit{Pantoja, José; Soto-Andrade, Jorge}, Generalized Weil representations for \(SL(n,k)\), \(n\) odd, \(k\) a finite field, 199-206 [Zbl 0767.20016] \textit{Dubson, Alberto S.}, Local multiplicity of the intersection of Lagrangian cycles and the index of holonomic modules, 207-225 [Zbl 0773.32008]