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Index « Teeft.i » - entrée « Canonical morphism »
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Canonical monomorphism < Canonical morphism < Canonical morphisms  Facettes :

List of bibliographic references indexed by Canonical morphism

Number of relevant bibliographic references: 23.
[0-20] [0 - 20][0 - 23][20-22][20-40]
Ident.Authors (with country if any)Title
000393 (2010) On the standard conjecture of Lefschetz type for complex projective threefolds
000517 (2009) K. Zainoulline [Allemagne]Special correspondences and Chow traces of Landweber-Novikov operations
000C50 (2005) On the numerical equivalence of algebraic cycles on potentially simple Abelian schemes of prime relative dimension
000F46 (2003) On the standard conjecture for complex Abelian schemes over smooth projective curves
000F51 (2003) On the Brauer group of an arithmetic scheme. II
000F89 (2003) Derived categories of coherent sheaves and equivalences between them
001048 (2002) The arithmetic and geometry of a generic hypersurface section
001396 (2000) On the Brauer group
001B03 (1996) Cycles on Abelian varieties and exceptional numbers
001D74 (1994) V. Lomadze [Géorgie (pays)]Linear Dynamical Systems of Higher Genus
002198 (1990) Lothar Göttsche [États-Unis]The Betti numbers of the Hilbert scheme of points on a smooth projective surface
002350 (1989) CLOSED ORBITS OF BOREL SUBGROUPS
002703 (1985) A. A. BeilinsonHigher regulators and values of L-functions
002765 (1984) Robert Silhol [France]Real algebraic surfaces with rational or elliptic fiberings
002B79 (1979) Stuart Turner [États-Unis, Brésil]The zeta function of a birational Severi-Brauer scheme
002C01 (1979) V. Lakshmibai ; C. Musili ; C. S. SeshadriGeometry of G/P —IV (Standard monomial theory for classical types)
002E46 (1976) DEFORMATIONS OF COMPLEX SPACES
002F54 (1974) Frans Oort [Pays-Bas]Subvarieties of moduli spaces
003136 (1972) Nicholas M. Katz [États-Unis]Algebraic solutions of differential equations ( p -curvature and the Hodge filtration)
003189 (1971) Homological methods in the theory of locally convex spaces
003246 (1970) Carl Riehm [États-Unis]The corestriction of algebraic structures

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