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Sophus Lie meets Erwin Schrödinger Seminar Sophus Lie XXXII The Erwin
Schrödinger
International Institute Last update: Oktober 24, 2006 |
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Sophus Lie meets Erwin Schrödinger Seminar Sophus Lie XXXII The Erwin
Schrödinger
International Institute Last update: Oktober 24, 2006 |
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| Program Preview | List of participants |
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Travel Info/Accommodation | Pictures | Former meetings | Cultural Links |
Conference Announcement
The next meeting of Seminar Sophus Lie will be held shortly after Halloween 2006, on invitation and in the premises of the Erwin Schrödinger Institute (ESI), Vienna. It is organized jointly by D. Burde (UniVie), P.W. Michor (ESI+UniVie) and W.A.F. Ruppert (BOKU).
Contributions in all fields of mathematics that are related to the work of Sophus Lie are welcome. In particular, subjects of interest are Lie algebras, Lie groups, Lie semigroups, homogeneous spaces and their geometry, applications of Lie theory to the theory of differential equations, symmetries...
If You want to attend the
meeting please send a letter of registration to WAF Ruppert as well as
to the administrative
office of the ESI, the latter will also provide help with
transportation
and accomodation. General
information on transport and accomodation is available at the
home page of ESI.
If You plan to give a talk please
send the title and an abstract to WAF Ruppert.
(as of october 19, 2006)
| A. Alldridge (Paderborn) W. Bertram (Nancy) B. Breckner (Cluj-Napoca) D. Burde (Wien) A. Cap (Wien) H. Glöckner (Darmstadt) C. Gorodski (Sao Paulo) A. Fialowski (Budapest) |
I. Heckenberger (Leipzig) J. Hilgert (Paderborn) K.H. Hofmann (Darmstadt/New Orleans) T. Johansen (Paderborn) M. Laubinger (Baton Rouge) P.W. Michor (Wien) M.V. Losik (Saratov) W. Moens (Wien) |
KH. Neeb
(Darmstadt) Y. Neretin (Moscow) G. Schlichting (München) D. Poguntke (Bielefeld) W.A.F. Ruppert (Wien) A. Strasburger (Warsaw ) C. Vizman (Timisoara) Ch. Wockel (Göttingen) |
Wolfgang Bertram, The
projective geometry of a Lie algebra and its intrinsic subspaces
Brigitte Breckner,
A multiplicity result for systems of
hemivariational inequalities and its applications
Dietrich Burde, Affine Actions on
nilpotent Lie Groups.
Alice Fialowski, On filiform nilpotent Lie algebras and their deformations
Helge
Glöckner, Classification
of the simple totally disconnected contraction groups
Claudio
Gorodski, Polar actions on compact
rank one symmetric spaces are taut
Istvan Heckenberger, A generalization of Coxeter groups, root
systems, and Matsumoto's theorem
Mark Losik, Lifts
of diffeomorphisms of orbit spaces for representations of compact Lie
group
Wolfgang Moens, T-groups: Cohomology
and polynomial crystallographic
actions
Karl-Hermann Neeb, Pro-Lie groups
which are infinite-dimensional Lie
groups
Yuri Neretin, On natural kernels on symmetric spaces
Detlev Poguntke, The dual of
$L^1_K(N)$ for Heisenberg groups
$N$ and compact commutative $K$
Aleksander Strasburger, Generalizations of the Pizzetti's formula for the Heisenberg group and spherical harmonics
Cornelia Vizman, Momentum maps
for Lie algebra 2-cocycles
Christoph Wockel, Approximation Theorems
for Locally Convex Manifolds, Lie Groups and Principal Bundles
Pictures
of the ESI environment:
Two watercolors by K.H. Hofmann (click to enlarge)
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| Die
Strudelhofstiege Gallery Doderer
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Die
Servitenkirche Kloster |
Digital images by courtesy of K. H. Hofmann
Digital photography of SSL XXVII by WAF Ruppert:
Theater in der Josefstadt, Die
Theater