Boij–S¨ oderberg theory and tensor complexes Christine Berkesch (joint work with Daniel Erman, Manoj Kummini, Steven V Sam) The conjectures of M. Boij and J. S¨oderberg [3], proven by D. Eisenbud and F.-O. Schreyer [

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Date: 2013-08-19 05:16:53 Homological algebra Binary operations David Eisenbud Homogeneous coordinate ring Betti number D-module Tensor Graduate Texts in Mathematics Abstract algebra Mathematics Algebra		Boij–S¨ oderberg theory and tensor complexes Christine Berkesch (joint work with Daniel Erman, Manoj Kummini, Steven V Sam) The conjectures of M. Boij and J. S¨oderberg [3], proven by D. Eisenbud and F.-O. Schreyer [ Add to Reading List Source URL: www-users.math.umn.edu Download Document from Source Website File Size: 247,49 KB Share Document on Facebook

	Revised August 2014 DAVID EISENBUD VITA Born April 8, 1947, New York City US Citizen Married, with two children DocID: 1nRjO - View Document
	Updated: July 11, 1996 Corrections to Commutative Algebra with a View Towards Algebraic Geometry by David Eisenbud DocID: 1mzVw - View Document
	SHORT ACCESSIBLE PAPERS IN COMMUTATIVE ALGEBRA DAVID EISENBUD AND CRAIG HUNEKE This is a personal and idiosyncratic list of some classic papers on commutative algebra that should be accessible after a first (sometimes se DocID: 1kXlR - View Document
	Boij–S¨ oderberg theory and tensor complexes Christine Berkesch (joint work with Daniel Erman, Manoj Kummini, Steven V Sam) The conjectures of M. Boij and J. S¨oderberg [3], proven by D. Eisenbud and F.-O. Schreyer [ DocID: 19XvS - View Document
	Boij–S¨ oderberg theory and tensor complexes Christine Berkesch (joint work with Daniel Erman, Manoj Kummini, Steven V Sam) The conjectures of M. Boij and J. S¨oderberg [3], proven by D. Eisenbud and F.-O. Schreyer [ DocID: 19VNz - View Document