J. Maurice Rojas

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Grigoris PaourisProfessor in Mathematics, Texas A&M UniversityVerified email at math.tamu.edu
Alperen A. ErgürUniversity of Texas at San AntonioVerified email at utsa.edu
Martin AvendanoCentro Universitario de la DefensaVerified email at unizar.es
Xiaoshen WangUniversity of Arkansas at Little RockVerified email at ualr.edu
Qi ChengUSC, University of OklahomaVerified email at cs.ou.edu
Yuyu ZhuGraduate Student, Texas A&M UniversityVerified email at tamu.edu
gregorio malajovichUniversidade Federal do Rio de JaneiroVerified email at im.ufrj.br
Mounir NisseResearch Fellow, Korea Institute for Advanced StudyVerified email at kias.re.kr
Daqing WanUniversity of California, IrvineVerified email at math.uci.edu
Charlie E M StraussLos Alamos National LaboratoryVerified email at lanl.gov
Frank SottileProfessor of Mathematics, Texas A&M UniversityVerified email at tamu.edu
Shuhong GaoClemson UniversityVerified email at clemson.edu
Weixun DengTexas A&M UniversityVerified email at tamu.edu
Yinyu YeProfessor of Emeritus, Stanford UniversityVerified email at stanford.edu
John CannyUniversity of California, BerkeleyVerified email at cs.berkeley.edu
John KeyserProfessor of Computer Science and Engineering, Texas A&M UniversityVerified email at cse.tamu.edu
Osbert BastaniUniversity of PennsylvaniaVerified email at seas.upenn.edu
Christopher HillarAwecom, Inc.Verified email at awecom.com
Alicia DickensteinProfessor of Mathematics, FCEN, Universidad de Buenos AiresVerified email at dm.uba.ar
Swaminathan SethuramanSwiss Re Corporate SolutionsVerified email at swissre.com

J. Maurice Rojas

Texas A&M University

Verified email at tamu.edu - Homepage

Algorithmic algebraic geometry (including arithmetic and real analytic methods)polyhedral combinatorics complexity


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Practical conversion from torsion space to Cartesian space for in silico protein synthesis J Parsons, JB Holmes, JM Rojas, J Tsai, CEM Strauss Journal of computational chemistry 26 (10), 1063-1068, 2005	132	2005
A convex geometric approach to counting the roots of a polynomial system JM Rojas Theoretical Computer Science 133 (1), 105-140, 1994	96	1994
Counting Real Connected Components of Trinomial Curve Intersections and m-nomial Hypersurfaces TY Li, JM Rojas, X Wang Discrete & Computational Geometry 30, 379-414, 2003	89	2003
Counting affine roots of polynomial systems via pointed Newton polytopes JM Rojas, X Wang Journal of Complexity 12 (2), 116-133, 1996	87	1996
Solving degenerate sparse polynomial systems faster JM Rojas Journal of Symbolic Computation 28 (1-2), 155-186, 1999	75	1999
Toric intersection theory for affine root counting JM Rojas Journal of Pure and Applied algebra 136 (1), 67-100, 1999	73	1999
An optimal condition for determining the exact number of roots of a polynomial system J Canny, JM Rojas Proceedings of the 1991 International Symposium on Symbolic and Algebraic …, 1991	71	1991
High probability analysis of the condition number of sparse polynomial systems G Malajovich, JM Rojas Theoretical computer science 315 (2-3), 525-555, 2004	61	2004
On the average number of real roots of certain random sparse polynomial systems JM Rojas Lectures in Applied Mathematics-American Mathematical Society 32, 689-700, 1996	58	1996
Extremal real algebraic geometry and A-discriminants A Dickenstein, JM Rojas, K Rusek, J Shih arXiv preprint math/0609485, 2006	49	2006
Faster real feasibility via circuit discriminants F Bihan, JM Rojas, CE Stella Proceedings of the 2009 international symposium on Symbolic and algebraic …, 2009	37	2009
Why polyhedra matter in non-linear equation solving JM Rojas arXiv preprint math/0212309, 2002	32	2002
Metric estimates and membership complexity for Archimedean amoebae and tropical hypersurfaces M Avendaño, R Kogan, M Nisse, JM Rojas Journal of Complexity 46, 45-65, 2018	31	2018
On the sharpness of fewnomial bounds and the number of components of fewnomial hypersurfaces F Bihan, JM Rojas, F Sottile Algorithms in algebraic geometry, 15-20, 2008	31	2008
Toric Laminations, Sparse Generalized Characteristic Polynomials, and a Refinement of Hubert’s Tenth Problem JM Rojas Foundations of Computational Mathematics: Selected Papers of a Conference …, 1997	29	1997
Sub-linear root detection, and new hardness results, for sparse polynomials over finite fields J Bi, Q Cheng, JM Rojas Proceedings of the 38th International Symposium on Symbolic and Algebraic …, 2013	28	2013
Fewnomial systems with many roots, and an adelic tau conjecture K Phillipson, JM Rojas arXiv preprint arXiv:1011.4128, 2010	27	2010
On solving univariate sparse polynomials in logarithmic time JM Rojas, Y Ye Journal of Complexity 21 (1), 87-110, 2005	27	2005
Arithmetic multivariate Descartes' rule JM Rojas American Journal of Mathematics 126 (1), 1-30, 2004	26	2004
Attitude and position estimation from vector observations D Mortari, JM Rojas, JL Junkins AAS/AIAA Space Flight Mech. Meeting, Maui, HI, 2004	22	2004

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