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ОбложкаBanach center publications. Vol.113: 50th Seminar "Sophus Lie": dedicated to Prof. Karl Heinrich Hofmann on the occasion of his 85th birthday: [Sept. 26 - Oct. 1, 2016, Bedlewo] / eds. of the vol.: A.Fialowski et al. - Warszawa: Inst. mat. PAN, 2014. - 387 p.: ill. - Bibliogr. at the end of the art. - ISBN 978-83-86806-37-9; ISSN 0137-6934
Шифр: (Pr 1153/113) 02

 

Место хранения: 01 | ГПНТБ СО РАН | Новосибирск

Оглавление / Contents
 
Participants .................................................. 8-9
ƖK. StrambachƖ, The origins of seminar Sophus Lie - a keynote
   address to the 50th session of Seminar Sophus Lie ........ 11-18
E. Vinberg, Non-abelian gradings of Lie algebras ............ 19-38
I. Beltiţă and D. Beltiţă, Topological aspects of group
   C*-algebras .............................................. 39-57
W. Bertram, Lie Calculus .................................... 59-85
A. Caradot, Inhomogeneous Kleinian singularities and
   quivers .................................................. 87-94
J.F. Cariñena, Recent advances on Lie systems and their
   applications ............................................ 95-110
J. Faraut, Projections of orbital measures for the action
   of a pseudo-unitary group .............................. 111-121
A. Figula, Multiplicative loops of topological
   quasifields ............................................ 123-134
J. Frahm, G. Ólafsson and B. Ørsted, The Berezin form on
   symmetric fig.3-spaces and reflection positivity ........... 135-168
A.M. Grundland, A. Strasburger and D. Dziewa-Dawidczyk,
   fig.1PN sigma models via the SU(2) coherent states
   approach ............................................... 169-191
A. Kimaczyńska and A. Pierzchalski, Elliptic operators
   in the bundle of symmetric tensors ..................... 193-218
А.V. Kiselev, The deformation quantization mapping of
   Poisson to associative structures in field theory ...... 219-242
M.M. Lewandowski and J. de Lucas, Geometric features of
   Vessiot-Guldberg Lie algebras of conformal and
   Killing vector fields on fig.22 ............................ 243-262
M. Mohammadi and H. Salmasian, The Gelfand-Naimark-Segal
   construction for unitary representations of fig.42n-graded
   Lie supergroups ........................................ 263-274
G. Moreno, An introduction to completely exceptional
   second order scalar partial differential equations ..... 275-289
K.-H. Neeb and G. Ólafsson, Antiunitary representations
   and modular theory ..................................... 291-362
N. Nikitin, Differentiability along one-parameter
   subgroups compared to differentiability on Lie groups
   as manifolds ........................................... 363-373
N. Poncin, Higher algebra over the Leibniz operad ......... 375-393
M. van Pruijssen, Spherical functions on spheres of rank
   two .................................................... 395-408


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