Teeft.i
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Index « Teeft.i » - entrée « Homological »
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Homographies binaires < Homological < Homological algebra  Facettes :

List of bibliographic references indexed by Homological

Number of relevant bibliographic references: 28.
[0-20] [0 - 20][0 - 28][20-27][20-40]
Ident.Authors (with country if any)Title
000179 (2012) Alexei Yu PirkovskiiHomological dimensions and Van den Bergh isomorphisms for nuclear Fréchet algebras
000799 (2008) The homological degree and Hopf's absolute degree
000C50 (2005) On the numerical equivalence of algebraic cycles on potentially simple Abelian schemes of prime relative dimension
000C95 (2005) Elaine Landry [Canada] ; Jean-Pierre Marquis [Canada]Categories in Context: Historical, Foundational, and Philosophical
000F89 (2003) Derived categories of coherent sheaves and equivalences between them
001103 (2002) Larry A. Lambe [Royaume-Uni] ; Werner M. Seiler [Allemagne]Differential Equations, Spencer Cohomology, and Computing Resolutions
001897 (1997) On homological products
001C33 (1995) Hyper(co)homology for exact left covariant functors and a homology theory for topological spaces
001D56 (1994) On the nature of homological products and duality
001F79 (1992) Leo Corry [Israël]Nicolas Bourbaki and the concept of mathematical structure
002210 (1990) SUBGROUPS AND HOMOLOGY OF FREE PRODUCTS OF PROFINITE GROUPS
002398 (1988) A. I. Kostrikin ; I. A. ChubarovRepresentations of finite groups
002622 (1986) Homology and Wess-Zumino terms
002697 (1985) D. V. AlekseevskiiLie groups
002763 (1984) SYZYGIES IN THE THEORY OF INVARIANTS
002797 (1984) Gary Cornell [États-Unis] ; Ian Stewart [Royaume-Uni]Book Reviews
002843 (1983) E. M. Friedlander [États-Unis] ; B. J. Parshall [États-Unis]On the cohomology of algebraic and related finite groups
002884 (1983) ALGEBRAS OF HOMOLOGICAL DIMENSION 1
002914 (1982) The pure dimension of rings and modules
002A18 (1981) Homological methods in Taylor's holomorphic calculus of several operators in a Banach space
002C48 (1978) Sessions of the algebra and logic seminar

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