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Vector fibre bundle < Vector field < Vector field realization  Facettes :

List of bibliographic references indexed by Vector field

Number of relevant bibliographic references: 72.
[40-60] [0 - 20][0 - 50][60-71][60-80]
Ident.Authors (with country if any)Title
002432 (1988) D. Kazhdan [États-Unis] ; G. Lusztig [États-Unis]Fixed point varieties on affine flag manifolds
002435 (1988) Victor Snaith [Canada]Explicit Brauer induction
002437 (1988) Antonio Giorgilli [Italie] ; Andrea Posilicano [Italie]Estimates for normal forms of differential equations near an equilibrium point
002438 (1988) V. A. GinzburgEquivariant cohomologies and Kähler's geometry
002484 (1987) Yu. I. ErmakovTheory of invariants of structural tensor fields
002527 (1987) Yu. G. LumisteDifferential-geometric structures and Gauge theories
002585 (1986) Jean-Michel Bismut [France]The Atiyah-Singer index theorem for families of Dirac operators: Two heat equation proofs
002587 (1986) THE GEOMETRY OF ANALYTIC JETS
002598 (1986) Selecta
002639 (1986) V. GinsburgCharacteristic varieties and vanishing cycles
002714 (1985) B. N. ShapukovConnections on differentiable fiber bundles
002718 (1985) CRITICAL POINTS OF THE MULTIDIMENSIONAL DIRICHLET FUNCTIONAL
002729 (1985) Kunio Kakié [Japon]A fundamental property of Monge characteristics in involutive systems of non-linear partial differential equations and its application
002742 (1984) P. Cutta Ramusino [Italie] ; C. Reina [Italie]The action of the group of bundle-automorphisms on the space of connections and the geometry of gauge theories
002754 (1984) R. Hotta [Japon] ; M. Kashiwara [Japon]The invariant holonomic system on a semisimple Lie algebra
002771 (1984) On the affine approach to Riemann-Cartan space-time geometry
002793 (1984) Roe Goodman [États-Unis] ; Nolan R. Wallach [États-Unis]Classical and quantum mechanical systems of Toda-lattice type
002863 (1983) J. L. Heitsch [États-Unis]Flat bundles and residues forfoliations
002973 (1981) M. A. Olshanetsky [Russie] ; A. M. Perelomov [Russie]Classical integrable finite-dimensional systems related to Lie algebras
002B10 (1980) Gerald W. Schwarz [États-Unis]Lifting smooth homotopies of orbit spaces
002B24 (1980) Toshio Oshima [États-Unis, Japon] ; Jiro Sekiguchi [États-Unis, Japon]Eigenspaces of invariant differential operators on an affine symmetric space

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