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Dickenstein, Alicia
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Combinatorics of 4-dimensional resultant polytopes
Dickenstein A., Emiris I., Fisikopoulos V. ISSAC 2013 (Proceedings of the 38th International Symposium on Symbolic and Algebraic Computation, Boston, MA, Jun 26-29, 2013) 173-180, 2013. Type: Proceedings
The resultant of two polynomials is an expression constructed from those polynomials such that it is zero precisely when the two polynomials share a root. Because of its desirable properties, the resultant is frequently used in fields ...
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Nov 13 2013
Algorithms in algebraic geometry (IMA Volumes in Mathematics and its Applications)
Dickenstein A., Schreyer F., Sommese A., Springer, 2007. Type: Book
This thin but dense volume emerged from a 2006 workshop of the same title, a workshop that drew 110 participants. The reader who has never heard of fewnomials, cohomology rings, the Zariski topology, or a Schubert variety will have dif...
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Jul 30 2008
Multihomogeneous resultant formulae by means of complexes
Dickenstein A., Emiris I. Journal of Symbolic Computation 36(3-4): 317-342, 2003. Type: Article
Algebraic systems with a multihomogeneous structure are considered in this paper. Sparse resultants, which exploit a priori knowledge supported by the equations, are studied, and mainly unmixed systems are discussed. In such systems, t...
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Jan 7 2004
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