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List of bibliographic references

Number of relevant bibliographic references: 65.
[0-20] [0 - 20][0 - 50][20-40]
Ident.Authors (with country if any)Title
000063 (1988) V. A. AndreevBäcklund transformations of Toda chains
000090 (1983) B. G. Konopelchenko [Russie]Nonlinear Transformations and Integrable Evolution Equations
000182 (1978) D. Iagolnitzer [Suisse, France] ; B. Souillard [France]On the analyticity in the potential in classical statistical mechanics
000520 (1984) N. A. Vavilov ; E. B. PlotkinNet subgroups of Chevalley groups. II. Gauss decomposition
000668 (1993) Canonical q-deformations of noncompact Lie (super-)algebras
000678 (1998) Invariant subspaces in some function spaces on symmetric spaces. II
000708 (2001) A. R. D. Mathias [France]The strength of Mac Lane set theory
000740 (1996) J. B. Zuber [France]Graphs and reflection groups
000863 (1983) A. N. Leznov ; I. A. FedoseevExplicitly integrable models of quantum field theory with exponential interaction in two-dimensional space
000967 (1996) Frederic Bidegain [France] ; Georges Pinczon [France]Quantization of Poisson-Lie groups and applications
000A02 (1992) V. F. IgnatenkoAlgebraic surfaces with an infinite set of planes of oblique symmetry. I
000B46 (1989) G. Lumer [Belgique]Homotopy-like perturbation: General results and applications
000C81 (1977) ELLIPTIC MODULES. II
000D15 (2008) Pure spinor partition function and the massive superstring spectrum
000D21 (1997) Erik Palmgren [Suède]A sheaf-theoretic foundation for nonstandard analysis
000D92 (1985) Eugene Gutkin [États-Unis]Integrable Hamiltonians with exponential potential
000E27 (1997) Approximations on compact symmetric spaces of rank 1
000E50 (1985) Michael Harris [États-Unis]Arithmetic vector bundles and automorphic forms on Shimura varieties. I
001066 (1960) Bent Fuglede [Danemark]On the theory of potentials in locally compact spaces
001249 (1997) V. K. Dobrev [Italie] ; H.-D. Doebner [Allemagne] ; Ch. Mrugalla [Allemagne]Lowest weight representations of the Schrödinger algebra and generalized heat/Schrödinger equations
001285 (1984) SYZYGIES IN THE THEORY OF INVARIANTS

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