@article{Farouki-Dospra-Sakkalis/13,
AUTHOR = {Farouki, Rida T. and Dospra, Petroula and Sakkalis, Takis},
TITLE = {Scalar-vector algorithm for the roots of quadratic quaternion polynomials, and the characterization of quintic rational rotation-minimizing frame curves},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {1-17},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {quaternion polynomials, quaternion roots, quadratic equation, pythagorean-hodograph curves, rational rotation-minimizing frames},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000965},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
}
@article{Cheng-Jin-Lazard/13,
AUTHOR = {Cheng, Jin-San and Jin, Kai and Lazard, Daniel},
TITLE = {Certified rational parametric approximation of real algebraic space curves with local generic position method},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {18-40},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {real algebraic space curve, topology, complexity, rational approximation parameterization, local generic position},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000953},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
}
@article{She-Li-Xue-Zheng-Xia/13,
AUTHOR = {She, Zhikun and Li, Haoyang and Xue, Bai and Zheng, Zhiming and Xia, Bican},
TITLE = {Discovering polynomial Lyapunov functions for continuous dynamical systems},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {41-63},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {lyapunov function, semi-algebraic system, real root classification},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000941},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
}
@article{Jaroschek/13,
AUTHOR = {Jaroschek, Maximilian},
TITLE = {Improved polynomial remainder sequences for Ore polynomials},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {64-76},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {ore polynomials, greatest common right divisor, polynomial remainder sequences, subresultants},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000849},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
}
@article{Weimann/13,
AUTHOR = {Weimann, Martin},
TITLE = {Factoring bivariate polynomials using adjoints},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {77-98},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {factorization, adjoint polynomials, curves, singularities, residues, cohomology},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000837},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
}
@article{Farouki-Sakkalis/13,
AUTHOR = {Farouki, Rida T. and Sakkalis, Takis},
TITLE = {Corrigendum to ``Rational rotation-minimizing frames on polynomial space curves of arbitrary degree''},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {99-102},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {rotation-minimizing frames, pythagorean-hodograph curves, spatial motion planning, quaternions, polynomial identities},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000825},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
NOTE = {Originally in J. Symbolic Computation, Vol. 45, 2010, No. 8, 844-856},
}
@article{Garcia-Garcia-Moreno-Frias-Vigneron-Tenorio/13,
AUTHOR = {Garc{\'{i}}a-Garc{\'{i}}a, J.I. and Moreno-Fr{\'{i}}as, M.A. and Vigneron-Tenorio, A.},
TITLE = {On decomposable semigroups and applications},
JOURNAL = {J. Symbolic Computation},
VOLUME = {58},
PAGES = {103-116},
YEAR = {2013},
EDITOR = {Hong, Hoon},
KEYWORDS = {algebraic statistics, decomposable semigroup, decomposable variety, hnf-decomposition, lattice ideal, markov bases, semigroup ideal, simplicial complex},
URL = {http://www.sciencedirect.com/science/article/pii/S0747717113000722},
PUBLISHER = {Elsevier},
ADDRESS = {Amsterdam-Boston-London-New York-Oxford-Paris-Philadelphia-San Diego-St. Louis},
}