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Math. Systems Theory < Math. Z. < Mathematical Notes  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 42.
[20-40] [0 - 20][0 - 42][40-41][40-60]
Ident.Authors (with country if any)Title
000608 (2009) Ivan V. Losev [États-Unis]Algebraic Hamiltonian actions
000818 (2008) Amílcar Pacheco [Brésil]Selmer groups of abelian varieties in extensions of function fields
000828 (2008) Sergio Console [Italie] ; Antonio J. Di Scala [Italie]Parallel submanifolds of complex projective space and their normal holonomy
000834 (2008) Mauro Costantini [Italie]On the coordinate ring of spherical conjugacy classes
000838 (2008) Hui Ma [République populaire de Chine] ; Yoshihiro Ohnita [Japon]On Lagrangian submanifolds in complex hyperquadrics and isoparametric hypersurfaces in spheres
000861 (2008) Jean-Marie Bois [Allemagne]Generators of simple Lie algebras in arbitrary characteristics
000862 (2008) David Brander [Japon] ; Josef Dorfmeister [Allemagne]Generalized DPW method and an application to isometric immersions of space forms
000872 (2008) Helge Glöckner [Allemagne]Contractible Lie groups over local fields
000876 (2008) E. T. Beazley [États-Unis]Codimensions of Newton strata for SL 3( F ) in the Iwahori case
000885 (2008) Jinpeng An [Suisse] ; Karl-Hermann Neeb [Allemagne]An implicit function theorem for Banach spaces and some applications
000934 (2007) Simon M. Goodwin [Royaume-Uni] ; Lutz Hille [Allemagne] ; Gerhard Röhrle [Royaume-Uni]The orbit structure of Dynkin curves
000977 (2007) Hiroshi Tamaru [Japon]Noncompact homogeneous Einstein manifolds attached to graded Lie algebras
000A05 (2007) Toshiyuki Kobayashi [Japon] ; Andreas Nilsson [Suède]Group invariance and L p -bounded operators
000A24 (2007) Ottmar Loos [Autriche]Discriminant algebras of finite rank algebras and quadratic trace modules
000A54 (2007) István Heckenberger [Allemagne] ; Hiroyuki Yamane [Japon]A generalization of Coxeter groups, root systems, and Matsumoto’s theorem
000C69 (2005) David Hernandez [France]Monomials of q and q , t -characters for non simply-laced quantum affinizations
000C85 (2005) D. Kotschick [Allemagne]Free circle actions with contractible orbits on symplectic manifolds
000D82 (2004) Karl H. Hofmann [Allemagne] ; Sidney A. Morris [Australie]The structure of abelian pro-Lie groups
000E77 (2004) Bernard Leclerc [France]Dual canonical bases, quantum shuffles and q -characters
000F08 (2004) Robert Wendt [Canada, États-Unis]A character formula for representations of loop groups based on non-simply connected Lie groups
000F82 (2003) J. WinkelmannInvariant rings and quasiaffine quotients

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