A global view of residues in the torus
Journal or Book Title
JOURNAL OF PURE AND APPLIED ALGEBRA
We study the total sum of Grothendieck residues of a Laurent polynomial relative to a family f1,…,fn of sparse Laurent polynomials in n variables with a finite set of common zeroes in the torus T = (C*)n. Under appropriate assumptions we may embed T in a toric variety X in such a way that the total residue may be computed by a global object in X, the toric residue. This yields a description of some of its properties and new symbolic algorithms for its computation.
Cattani, E and Dickenstein, A, "A global view of residues in the torus" (1997). JOURNAL OF PURE AND APPLIED ALGEBRA. 245.
Retrieved from http://scholarworks.umass.edu/math_faculty_pubs/245
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