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List of bibliographic references

Number of relevant bibliographic references: 146.
[20-40] [0 - 20][0 - 50][40-60]
Ident.Authors (with country if any)Title
000895 (1976) DEFORMATIONS OF COMPLEX SPACES
000966 (1997) Frauke M. Bleher ; Meinolf Geck [France] ; Wolfgang Kimmerle [Allemagne]Automorphisms of Generic Iwahori–Hecke Algebras and Integral Group Rings of Finite Coxeter Groups
000A71 (2010) Eyal Markman [États-Unis]Modular Galois covers associated to symplectic resolutions of singularities
000A72 (1991) Jakob Spies [Allemagne]Generalized Jacobians and rigidificators
000B09 (1986) Wilhelm Singhof [Allemagne] ; Dieter Wemmer [Allemagne]Parallelizability of homogeneous spaces, II
000B56 (1976) Eiji Horikawa [Japon]On deformations of holomorphic maps. III
000B89 (1986) Haruzo Hida [Japon]Galois representations into GL2 ( Z p [[X]] ) attached to ordinary cusp forms
000C04 (1973) Herbert Popp [Allemagne]On moduli of algebraic varieties. I
000C63 (1969) Stephen Lichtenbaum [États-Unis]Duality theorems for curves over P -adic fields
000C70 (2001) Tadashi Ochiai [Japon]Control Theorem for Greenberg's Selmer Groups of Galois Deformations
000D31 (2001) K. Hulek ; J. Spandaw ; B. Van Geemen ; D. Van StratenThe modularity of the Barth--Nieto quintic and its relatives
000D33 (1991) Bernhard Keller [Suisse]Chain complexes and stable categories
000D47 (2001) Lawrence Breen [France] ; William MessingCombinatorial Differential Forms
000E04 (2010) On the standard conjecture of Lefschetz type for complex projective threefolds
000E14 (1995) Heiko Knospe [Allemagne]Iwasawa-theory of abelian varieties at primes of non-ordinary reduction
000E16 (1983) Kazuhisa Maehara [Japon]A finiteness property of varieties of general type
000E32 (2002) The arithmetic and geometry of a generic hypersurface section
000E50 (1985) Michael Harris [États-Unis]Arithmetic vector bundles and automorphic forms on Shimura varieties. I
000E52 (1976) ON THE ARITHMETIC OF TWO-DIMENSIONAL SCHEMES. I. DISTRIBUTIONS AND RESIDUES
000E54 (1996) Tohsuke UrabeThe bilinear form of the Brauer group of a surface
000E94 (1971) David Prill [Suisse]The divisor class groups of some rings of holomorphic functions

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