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Emiris, Ioannis Z.
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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 ...
...
Nov 13 2013
Univariate polynomial real root isolation: continued fractions revisited
Tsigaridas E., Emiris I. Annual European Symposium (Proceedings of the 14th Conference and Annual European Symposium, Zurich, Switzerland, Sep 11-13, 2006) 817-828, 2006. Type: Proceedings
As stated in this paper: “Real root isolation of univariate integer polynomials is a well known problem and various algorithms exist for it.” What more can this paper add? The answer is a reconsideration of the cont...
...
Nov 15 2007
Root comparison techniques applied to computing the additively weighted Voronoi diagram
Karavelas M., Emiris I. Discrete algorithms (Proceedings of the fourteenth annual ACM-SIAM symposium, Baltimore, Maryland, Jan 12-14, 2003) 320-329, 2003. Type: Proceedings
Karavelas and Emiris consider additively weighted Voronoi diagrams (Voronoi diagrams in which the sites carry weights), and the distance of a point from a site is the Euclidean distance minus the weight of the site. Geometrically, this...
...
Jan 12 2004
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...
...
Jan 7 2004
Sign determination in residue number systems
Brönnimann H., Emiris I., Pan V., Pion S. Theoretical Computer Science 210(1): 173-197, 1999. Type: Article
Let
k,b,m
1
,&ldots;,m
k
be positive integers with the
m
i
being pairwise relatively prime and
m
i
≤2
. Let
...
Jul 1 1999
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