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Laksov, Dan
Deformation of determinantal schemes. Compositio Mathematica, 30 no. 3 (1975), p. 273-292
Texte intégral djvu | pdf | Analyses MR 389898 | Zbl 0306.14022 | 2 citations dans Numdam

URL stable: http://www.numdam.org/item?id=CM_1975__30_3_273_0

Bibliographie

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[4] D.A. Buchsbaum: Complexes associated with the minors of a matrix. Symposia Mathematica vol. IV, Bologna (1970) 255-283.  MR 272868 |  Zbl 0248.18028
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Numdam
[8] J. Fogarty: Algebraic families on an algebraic surface. Am. Journ. Math., vol. 90 (1968) 511-521.  MR 237496 |  Zbl 0176.18401
[9] G. Kempf: Schubert methods with an application to algebraic curves. Mathematisch Centrum, Amsterdam (1971).  Zbl 0223.14018
[10] G. Kempf and D. Laksov: The determinantal formula of Schubert calculus. Acta Matematica, vol. 132 (1974) p. 153-162.  MR 338006 |  Zbl 0295.14023
[11] M. Hochster: Grassmannians and their Schubert subvarieties are arithmetically I Cohen-Macaulay. Journ. Algebra 25 (1973) 40-57.  MR 314833 |  Zbl 0256.14024
[12] S.L. Kleiman: The transversality of a general translate. Compositio Math., vol. 28 (1974) 287-297.
Numdam |  MR 360616 |  Zbl 0288.14014
[13] S.L. Kleiman and J. Landolfi: Geometry and deformation of special Schubert varieties. Compositio Math., vol. 23 (1971) 407-434.
Numdam |  MR 314855 |  Zbl 0238.14006
[14] D. Laksov: The arithmetic Cohen-Macaulay character of Schubert schemes. Acta Mathematica vol. 129 (1972) 1-9.  MR 382297 |  Zbl 0233.14012
[15] C. Musili: Postulation formula for Schubert varieties. Journ. Indian Math. Soc. 36 (1972) 143-171.  MR 330177 |  Zbl 0277.14021
[16] M. Schaps: Non singular deformations of space curves using determinantal schemes. Doctoral dissertation, Harvard University, Cambridge, Mass. (1972).
[17] T. Svanes: Coherent cohomology on flag manifolds and rigidity. Doctoral dissertation, M.I.T., Cambridge, Mass. (1972).
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