3 results on '"P. W. Michor"'
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2. Encyclopaedia of Mathematics, Supplement III
- Author
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Hui-H. Kuo, W. McCune, B. Silbermann, G. P. Wene, G. McGuire, V. Abramov, A. Pinkus, A. Adem, J. K. Deveney, S. Axler, Eduard Belinsky, F. Todor, A. Prástaro, H. G. Dales, Hanno Gottschalk, A. Fernández López, J. Mawhin, S. S. Abhyankar, G. A. Niblo, Thomas Bartsch, R. Pollack, H. Martini, D. Hensley, P. J. Oonincx, R. D. Benguria, E. Elizalde, S. A. Wolpert, S. Zlobec, F. Sottile, K. M. Kuperberg, M. Oberguggenberger, Costică Moroşanu, A. Sitaram, W. A. Light, J. W. Grossman, M. Vuorinen, Endre Pap, P. S. Kenderov, F. Neuman, T. Nowicki, N. Watt, H. Kellay, V. Komkov, C. Heng Li, D. R. Heath-Brown, V. Vinnikov, S. Reich, Richard S. Varga, C. V. M. van der Mee, C. Bardos, D. Jungnickel, Andreas N. Philippou, T. Gannon, J. von zur Gathen, J. E. Goodman, W. Jaco, S. C. Coutinho, Duncan J. Melville, U. Dieter, A. Bultheel, Estate V. Khmaladze, M. Waldschmidt, N. J. Hitchin, P. Goerss, W. Kaup, A. O. Morris, W. Dale Brownawell, M. Deistler, A. Turull, E. R. Liflyand, L. Zalcman, K. P. Hart, S. E. Rodabaugh, J. W. Hovenier, M. A. Nielsen, M. L. Lapidus, D. Bump, L. Gemignani, Joanna Kania-Bartoszynska, G. Owen, W. Vasconcelos, M. Hazewinkel, A. Bagchi, R. B. Pelz, E. H. Knill, J. Lepowsky, A. Kanamori, G. Csordas, C. Croke, W. V. Petryshyn, Raúl E. Curto, A. K. Common, S. Naimpally, I. Assani, S. Xiang, J. X. Madarász, A. Ben-Israel, E. J. Farrell, S. Zucker, I. D. Iliev, T. S. Griggs, R. A. Wijsman, D. Stegenga, A. Ruciński, Daniel Boley, Stephen Gelbart, Luís J. Alías, N. Kamiya, V. Paulauskas, M. Mihalik, B. N. Apanasov, V. Nistor, S. W. Graham, Yi-Zhi Huang, C. de Boor, Art M. Duval, T. Ehrhardt, Y. Fang, S. Elaydi, A. S. Fraenkel, D. Simson, M. Inuiguchi, R. E. Caflisch, Flávio Ulhoa Coelho, Łászló A. Székely, Peter Dräxler, G. Isac, D. Olivari, M. Jacobsen, J. G. Krzyż, A. I. Zayed, R. Brown, J. M. Schumacher, R. Steinberg, P. Schmid, U. Hahn, Soon-M. Jung, G. F. Helminck, Martin H. Gutknecht, R. B. Bapat, Ch. Berg, D. B. Pearson, K. Atanassov, K. Jarosz, M. J. Grannell, R. J. Stroeker, V. Lychagin, H. Andréka, András Prékopa, A. Soffer, E. L. Ortiz, P. W. Bates, Y. Kawamata, M. Fukushima, G. Harder, L. Aizenberg, D. Shoikhet, H. Sumida, A. Rodriguez Palacios, J. Wiegerinck, J. P. S. Kung, J. Spencer, M. Eytan, R. W. Wittenberg, G. K. Pedersen, H. Upmeier, T. C. O’Neil, V. Bergelson, P. W. Michor, A. G. Ramm, Raytcho D. Lazarov, Sergio Albeverio, Stefaan Caenepeel, M. N. Kolountzakis, E. Enochs, P. A. McCoy, P. Haukkanen, P. J. Vassiliou, Tomasz Brzeziński, R. B. Nelsen, A. Bloch, Francisco Marcellán, J. Klamka, F. Beukers, R. Carroll, E. Tsekanovskii, Konrad Engel, J. P. Brasselet, D. Harbater, Józef H. Przytycki, L. Unger, S. V. Ivanov, F. den Hollander, J. Sándor, Z. Piotrowski, R. Norberg, M. Klin, C. J. Mulvey, J. Rosenberg, H. M. Srivastava, S. H. Kulkarni, M. Buhmann, B. D. Calvert, J. Lukeš, H. de Snoo, J. D. Stegeman, Willy Govaerts, L. Debnath, M. A. Kłopotek, D. Pigozzi, I. Németi, D. J. Collins, B. Brent Gordon, S. Goto, Władysław Narkiewicz, B. Eisenberg, V. Muñoz, Ü. Lumiste, N. Tzanakis, Themistocles M. Rassias, Krishnan Balachandran, C. Foias, L. Newelski, John Knopfmacher, N. Immerman, R. I. Grigorchuck, O. Kerner, V. Drensky, O. Chan, F. Clarke, S. K. Sehgal, C. F. Dunkl, M. Dror, S. K. Ghosh, R. Reischuk, J. F. Glazebrook, and A. Derighetti
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Computer science ,Mathematics education ,Encyclopedia - Published
- 2002
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3. Poisson structures on double Lie groups
- Author
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Giuseppe Marmo, Peter W. Michor, Janusz Grabowski, Dimitri Alekseevsky, D., Alekseevsky, J., Grabowski, Marmo, Giuseppe, and P. W., Michor
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Mathematics - Differential Geometry ,Pure mathematics ,Lie bialgebra ,22E30, 58F05, 70H99 ,Group (mathematics) ,General Physics and Astronomy ,Lie group ,Poisson distribution ,symbols.namesake ,Mathematics::Algebraic Geometry ,Differential Geometry (math.DG) ,Mathematics::Quantum Algebra ,Lie algebra ,symbols ,FOS: Mathematics ,Geometry and Topology ,Mathematical Physics ,Mathematics - Abstract
Lie bialgebra structures are reviewed and investigated in terms of the double Lie algebra, of Manin- and Gau{\ss}-decompositions. The standard R-matrix in a Manin decomposition then gives rise to several Poisson structures on the correponding double group, which is investigated in great detail., Comment: AmSTeX, 37 pages
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