Applicable Algebra and Computer Science:

A Meeting in Honor of Jacques Calmet

Click the links to see the files of each talk (listed in cronological order).

• W. Seiler: Algebraic Analysis of Phisical Field Theories


• T. Mora: Decoding cyclic codes via Groebner techniques


• L. Laita: A Logic Inspired by Relativistic and Quantum Mechanics


• E. Roanes: Letter


• A. Bigatti: Computations in Commutative Algebra


• G. Ellis: Computing Cohomology of groups and spaces


• E. Martínez-Moro: Groebner-Gradient decoding of linear codes


• R. Zeier: Efficient computations in Schubert calculus


• I. Bermejo: Complete intersections in affine monomial curves. A computational approach via Graph Theory


• H. Wynn: Smooth polynomial interpolation with help from "ideals of points" theory


• M. Giusti: Bipolar varieties and real resolution of singular hypersurfaces


• P. Gimenez: On the first nonlinear syzygies of an edge ideal


• M. Sahbi: Pommaret bases and Koszul homology for quasi-stable ideals


• F. Sergeraert: Koszul homology and resolutions revisited through Effective Homology