| Name |
Country |
TALK |
| A. Aramova |
Bulgaria |
Algebraic Shifting Theory
|
| L. Badescu |
Romania |
Extending Formal Functions in Algebraic Geometry
|
| A. Braicov |
Moldova |
Title to be
announced |
| W. Bruns |
Germany |
Canonical modules of Rees algebras
|
| C. Borcea |
U.S.A. |
Association for flag configurations
|
| S. Cojocaru |
Moldova |
Bergmann: new
possibilities for non-commutative computations |
| A. Conca |
Italy |
Koszul homology and extremal properties of Gin and Lex
|
| M. Chardin |
France |
Bounds for Castelnuovo-Mumford regularity in terms of degrees of
defining equations
|
| S.-D. Cutkosky |
U. S. A. |
Local Monomialization of Morphisms |
| A. Dimca |
France |
Alexander
invariants of hypersurfaces |
| D. Eisenbud |
U. S. A. |
Restricting Linear Syzygies |
| V. Ene |
Romania |
Maximal
Cohen-Macaulay modules over hypersurface
rings |
| S. Goto |
Japan |
Towards a theory of Gorenstein m-primary integrally closed ideals
|
| J. Herzog |
Germany |
Koszul Modules
|
| C. Ionescu |
Romania |
About
torsion in tensor powers and flatness |
| T. Hibi |
Japan |
Groebner Bases and Integer Programming
|
| M. Kreuzer |
Germany |
Optimised Groebner
basis computations |
| L. Robbiano |
Italy |
Zero-dimensional Systems of Polynomial Equations
|
| G. Pfister |
Germany |
A problem in group theory solved by
SINGULAR |
| M. Popa |
Moldova |
Graded algebras of the comitants of the systems of differential equations and
their applications to the classification of Gl(2, R)-orbits
|
| V. Popa |
Moldova |
On LCA groups whose continuous endomorphisms commute
|
| D. Popescu |
Romania |
Sequentially Cohen-Macaulay modules with applications to
Castelnuovo-Mumford regularity |
| S. Popescu |
U. S. A. |
Exterior algebra methods, syzygies and geometry |
| M. Rossi |
Italy |
Castelnuovo-Mumford regularity and finiteness of Hilbert functions
|
| P. Schenzel |
Germany |
On birational Macaulayfications and C-M canonical modules
|
| V. Ufnarovski |
Moldova |
SAGBI bases and resultants
|
| V. Vuletescu |
Romania |
Graded maximal Cohen-Macaulay modules of small rank
|
| Y. Yoshino |
Japan |
Modules of G-dimension 0 over a local ring with $m^3=0$.
|
| S. Zarzuela |
Spain |
Linearization of local cohomology modules
|
