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Generic Free Resolutions II

  • David A. Buchsbaum (a1)

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In [1], a number of “multilinear” functors Lp q, denned for finitely generated free modules, were introduced. They arose as cycles in a generic Koszul complex, and in turn gave rise to a large family of other generic complexes. One of the things we will do in this paper is study some of these new complexes in order to obtain new multilinear functors on free modules which appear as their cycles.

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References

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1. Buchsbaum, D. A. and Eisenbud, D., Generic free resolutions and a family of generically perfect ideals, Adv. in Math, 18 (1975), 245301.
2. Lascoux, A., Syzygyes pour une sous-variété de Schubert, to appear.
3. Poon, Thesis, University of Minnesota, 1973.
4. Towber, J., Two new functors from modules to algebras, Algebra, J., to appear.
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Generic Free Resolutions II

  • David A. Buchsbaum (a1)

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