Algebra, Algebraic Topology and their Interactions: Proceedings of a Conference held in Stockholm, Aug. 3–13, 1983, and later developments

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Edition: 1

Series: Lecture Notes in Mathematics 1183

ISBN: 9780387164533, 0387164537

Size: 3 MB (2856443 bytes)

Pages: 402/407

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Luchezar Avramov, Stephen Halperin (auth.), Jan-Erik Roos (eds.)9780387164533, 0387164537


Table of contents :
Front Matter….Pages –
Through the looking glass: A dictionary between rational homotopy theory and local algebra….Pages 1-27
A rational homotopy analog of Whitehead’s problem….Pages 28-31
Hilbert series of finitely presented algebras….Pages 32-55
On endomorphism rings of canonical modules (joint work with Shiro Goto)….Pages 56-58
Golod homomorphisms….Pages 59-78
On the rates of growth of the homologies of Veronese subrings….Pages 79-100
When is the double Yoneda ext-algebra of a local noetherian ring again noetherian?….Pages 101-119
On a conjecture of roos….Pages 120-127
Two examples of smooth projective varieties with non-zero Massey products….Pages 128-132
The radical of π * (ΩS)⊗ℚ….Pages 133-135
Sur l’operation d’holonomte rationnelle….Pages 136-169
Flat families of local, artinian algebras with an infinite number of Poincaré series….Pages 170-191
A note on intersection multiplicities….Pages 192-194
Reducing the Poincaré series of local rings to the case of quadratic relations….Pages 195-198
The radical of π * (ΩS)⊗ℚ, II….Pages 199-210
High skeleta of CW complexes….Pages 211-217
Matric massey products and formal moduli I….Pages 218-240
A method for constructing bad noetherian local rings….Pages 241-247
Yet another proof of a result by Ogoma….Pages 248-249
Modele minimal relatif des feuilletages….Pages 250-258
Lusternik — Schnirelmann category: An introduction….Pages 259-276
Séries de Bass des modules de syzygie….Pages 277-290
On the subalgebra generated by the one-dimensional elements in the Yoneda ext-algebra….Pages 291-338
The general extension of a local ring and mixed multiplicities….Pages 339-360
Cohomologie de Harrison et type d’homotopie rationnelle….Pages 361-370
Cohomologie de l’espace des sections d’un fibre et cohomologie de Gelfand-Fuchs d’une variete….Pages 371-396

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