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National School on Algebra
The 13th edition

LOCAL COHOMOLOGY


17-23 July, 2004
Tirgu Jiu, Gorj



the 13th edition |  Participants |  Lectures |  Index



I. The local cohomology functors (Eduard Asadurian) PDF | PS | DVI
II. Torsion modules and ideal transforms (Viviana Ene) PDF | PS | DVI
III. The Mayer-Vietoris sequence (Viviana Ene) PDF | PS | DVI
IV. The IndependenceTheorem. The Flat Base Change Theorem (Alin Stefan) PDF | PS | DVI
V. Applications of the Cech complex in the local cohomology (Cristodor Ionescu) PDF | PS | DVI
VI. Applications of the Koszul complex in the local cohomology (Cristodor Ionescu) PDF | PS | DVI
VII. Fundamental vanishing theorems (Dorin Popescu) PDF | PS | DVI
VIII. Artinian local cohomology modules (Alin stefan) PDF | PS | DVI
IX. The Hartshorne-Lichtenbaum Theorem (I) (Gabriel Chiriacescu) PDF | PS | DVI
X. The Hartshorne-Lichtenbaum Theorem (II) (Gabriel Chiriacescu) PDF | PS | DVI
XI. Local Duality Theorems (I) (Serban Barcanescu) PDF | PS | DVI
XII. Local Duality Theorems (II) (Serban Barcanescu) PDF | PS | DVI
XIII. Finiteness Theorems (I) (Tiberiu Dumitrescu) PDF | PS | DVI
XIV. Finiteness Theorems (II) (Tiberiu Dumitrescu) PDF | PS | DVI