Positivity in Lie Theory: Open Problems

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Sommario

Jordan algebras and conformal geometry, W. Bertram; asymptotic problems - from control systems to semigroups, F. Colonius et al; exponential function of Lie groups, D.Z. Dokovic, K.H. Hofmann; quelques problemes d'analyse sur les espaces symetriques ordonnes, J. Faraut; tube domains in Stein symmetric spaces, S. Gindikin; invariant cones in real representations, J. Hilgert, K.H. Neeb; universal objects in Lie semigroup theory, J.D. Lawson; an introduction to total positivity, G. Lusztig; an introduction to the embedding problem for probabilities on locally compact groups, M. McCrudden; compression semigroups in semisimple Lie groups - a direct approach, D. Mittenhuber; discrete series and analyticity, V.F. Molchanov; some open problems in representation theory related to complex geometry, K.H. Neeb; boundary values of holomorphic functions and some spectral problems for unitary representations, Y.A. Neretin; open problems in harmonic analysis on causal symmetric spaces, G. Olafsson; linear algebraic monoids, L. Renner, M. Putcha.

Info autore

Joachim Hilgert forscht und lehrt am Institut für Mathematik der Universität Paderborn.

Dettagli sul prodotto

• Con la collaborazione di: Jimmi D Lawson (Editore), Jimmie D Lawson (Editore), Joachim Hilgert (Editore), Jimmie D. Lawson (Editore), Karl-Hermann Neeb (Editore), Karl-Hermann Neeb et al (Editore), Ernest B. Vinberg (Editore)
• Editore: De Gruyter
• Lingue: Inglese
• Formato: Copertina rigida
• Pubblicazione: 01.01.1998
• EAN: 9783110161120
• ISBN: 978-3-11-016112-0
• Pagine: 290
• Dimensioni: 170 mm x 24 mm x 240 mm
• Peso: 662 g
• Illustrazioni: w. figs.
• Serie: De Gruyter Expositions in Mathematics; Gruyter Expositions in Mathematics; De Gruyter Expositions in Mathematics; ISSN
• Categoria: Scienze naturali, medicina, informatica, tecnica > Matematica > Tematiche generali, enciclopedie