I n v i t e d    L e c t u r e r s

L. L. Avramov
  • Cohomology theories for modules of finite G-dimension.
  • Growth of (co)homology over complete intersection rings.
  • Vanishing of (co)homology over Gorenstein rings.

W. Bruns
  • The discretization of homological properties.
  • Invariants of the Knuth-Robinson-Schensted correspondence.
  • Algebras defined by minors.

L. W. Christensen
  • Measuring Gorenstein Dimensions.

E. E. Enochs
  • Cotorsion Theories.
  • Gorenstein Flat Modules.
  • Towards a CoGalois Theory of Covers.

H. B. Foxby
  • Homological dimensions of modules and complexes.
  • Relative homological dimensions and restricted homological dimensions.
  • Local homomorphisms and homological dimensions.

A. Frankild
  • Gorenstein Differential Graded Algebras

J. Herzog
  • On the asymptotic behavior of regularity.
  • Discrete polymatroids.
  • Koszul algebras and modules.

H. Holm
  • Gorenstein Projective Modules

O. M.G. Jenda
  • Gorenstein injective modules.
  • Ω-Gorenstein Modules.

L. Melkersson
  • A Survey of Results and Problems about α–Cofinite Modules
 
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