Lehrer, Gus (ed.); Carey, A. L. (ed.); Carrell, J. B. (ed.); Murray, M. K. (ed.); Springer, T. A. (ed.) Algebraic groups and Lie groups. A volume of papers in honour of the late R. W. Richardson. (English) Zbl 0857.00012 Australian Mathematical Society Lecture Series. 9. Cambridge: Cambridge University Press. 384 p. (1997). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Borel, Armand, Class functions, conjugacy classes and commutators in semisimple Lie groups, 1-19 [Zbl 0872.22011]Brion, M., Curves and divisors in spherical varieties, 21-34 [Zbl 0883.14024]Carey, A. L.; Jupp, P. E.; Murray, M. K., The phylon group and statistics, 35-49 [Zbl 1090.62507]Carrell, James B., The span of the tangent cone of a Schubert variety, 51-59 [Zbl 0887.14025]Carter, R. W., Canonical bases, reduced words, and Lusztig’s piecewise-linear function, 61-79 [Zbl 1013.17010]Casselman, W. A., Geometric rationality of Satake compactifications, 81-103 [Zbl 0911.14027]Cline, Edward; Parshall, Brian; Scott, Leonard, Graded and non-graded Kazhdan-Lusztig theories, 105-125 [Zbl 0880.16004]De Concini, C.; Procesi, C., Quantum Schubert cells and representations at roots of 1, 127-160 [Zbl 0901.17005]Dimca, A.; Lehrer, G. I., Purity and equivariant weight polynomials, 161-181 [Zbl 0905.57022]Donkin, Stephen, The restriction of the regular module for a quantum group, 183-188 [Zbl 0881.17007]Dyer, M. J., On coefficients of \(q\) in Kazhdan-Lusztig polynomials, 189-194 [Zbl 0872.20038]ter Elst, A. F. M.; Robinson, Derek W., Spectral estimates for positive Rockland operators, 195-213 [Zbl 0876.22009]Fan, C. K.; Lusztig, G., Factorization of certain exponentials in Lie groups, 215-218 [Zbl 0872.22004]Field, Michael, Symmetry breaking for equivariant maps, 219-253 [Zbl 0882.57030]Jantzen, Jens Carsten, Low dimensional representations of reductive groups are semisimple, 255-266 [Zbl 0877.20029]Luna, D., Thick cells for spherical varieties, 267-280 [Zbl 0902.14037]Lusztig, George, Total positivity and canonical bases, 281-295 [Zbl 0890.20034]Popov, Vladimir; Röhrle, Gerhard, On the number of orbits of a parabolic subgroup on its unipotent radical, 297-320 [Zbl 0887.14020]Schwarz, Gerald W., On a homomorphism of Harish-Chandra, 321-329 [Zbl 0870.22010]Slodowy, Peter, Two notes on a finiteness problem in the representation theory of finite groups. With an appendix by G. Martin-Cram: On a question of Külshammer about algebraic group actions: An example, 331-345; appendix: 346-348 [Zbl 0874.22011]Springer, T. A., A description of \(B\)-orbits on symmetric varieties, 349-373 [Zbl 0880.20035]Steinberg, Robert, Nagata’s example, 375-384 [Zbl 0944.13003] Cited in 2 Documents MSC: 00B15 Collections of articles of miscellaneous specific interest 14-06 Proceedings, conferences, collections, etc. pertaining to algebraic geometry 20-06 Proceedings, conferences, collections, etc. pertaining to group theory 22-06 Proceedings, conferences, collections, etc. pertaining to topological groups Keywords:Algebraic groups; Lie groups; Dedication Biographic References: Richardson, R. W. PDFBibTeX XMLCite \textit{G. Lehrer} (ed.) et al., Algebraic groups and Lie groups. A volume of papers in honour of the late R. W. Richardson. Cambridge: Cambridge University Press (1997; Zbl 0857.00012)