Cox, David A.,
Applications of polynomial systems David A. Cox ; with contributions by Carlos D'Andrea, Alicia Dickenstein, Jonathan Hauenstein, Hal Schenck and Jessica Sidman. - Rhode Island American Mathematical Society (AMS) 2020 - 250 pages - Conference Board of the Mathematical Sciences CBMS regional conference series in mathematics, 134 .
"With support from the National Science Foundation." "The five chapters are based on the NSF-CBMS Regional Research Conference Applications of Polynomial Systems held at Texas Christian University June 4-8, 2018."
Includes bibliographical references and index.
Elimination theory / by Carlos D'Andrea -- Numerical algebraic geometry / by Jonathan Hauenstein -- Geometric modeling / by Hal Schenck -- Rigidity theory / by Jessica Sidman -- Chemical reaction networks / by Alicia Dickenstein.
9781470451370 (Paper Pack)
Polynomials
Commutative algebra
Geometry, Algebraic
Commutative algebra -- Computational aspects and applications [See also 14Qxx, 68W30] -- Solving polynomial systems; resultants.
Algebraic geometry -- Computational aspects in algebraic geometry [See also 12Y05, 13Pxx, 68W30] -- None of the above, but in this section.
Commutative algebra -- Computational aspects and applications [See also 14Qxx, 68W30] -- Applications of commutative algebra (e.g., to statistics, control theory, optimization, etc.).
Algebraic geometry -- Special varieties -- Toric varieties, Newton polyhedra [See also 52B20].
Convex and discrete geometry -- Discrete geometry -- Rigidity and flexibility of structures [See also 70B15].
Statistics -- Multivariate analysis [See also 60Exx] -- None of the above, but in this section.
Numerical analysis -- Nonlinear algebraic or transcendental equations -- Global methods, including homotopy approaches [See also 58C30, 90C30].
Computer science -- Computing methodologies and applications -- Computer-aided de
Biology and other natural sciences -- Physiological, cellular and medical topics -- Systems biology, networks.
51 / COX
Applications of polynomial systems David A. Cox ; with contributions by Carlos D'Andrea, Alicia Dickenstein, Jonathan Hauenstein, Hal Schenck and Jessica Sidman. - Rhode Island American Mathematical Society (AMS) 2020 - 250 pages - Conference Board of the Mathematical Sciences CBMS regional conference series in mathematics, 134 .
"With support from the National Science Foundation." "The five chapters are based on the NSF-CBMS Regional Research Conference Applications of Polynomial Systems held at Texas Christian University June 4-8, 2018."
Includes bibliographical references and index.
Elimination theory / by Carlos D'Andrea -- Numerical algebraic geometry / by Jonathan Hauenstein -- Geometric modeling / by Hal Schenck -- Rigidity theory / by Jessica Sidman -- Chemical reaction networks / by Alicia Dickenstein.
9781470451370 (Paper Pack)
Polynomials
Commutative algebra
Geometry, Algebraic
Commutative algebra -- Computational aspects and applications [See also 14Qxx, 68W30] -- Solving polynomial systems; resultants.
Algebraic geometry -- Computational aspects in algebraic geometry [See also 12Y05, 13Pxx, 68W30] -- None of the above, but in this section.
Commutative algebra -- Computational aspects and applications [See also 14Qxx, 68W30] -- Applications of commutative algebra (e.g., to statistics, control theory, optimization, etc.).
Algebraic geometry -- Special varieties -- Toric varieties, Newton polyhedra [See also 52B20].
Convex and discrete geometry -- Discrete geometry -- Rigidity and flexibility of structures [See also 70B15].
Statistics -- Multivariate analysis [See also 60Exx] -- None of the above, but in this section.
Numerical analysis -- Nonlinear algebraic or transcendental equations -- Global methods, including homotopy approaches [See also 58C30, 90C30].
Computer science -- Computing methodologies and applications -- Computer-aided de
Biology and other natural sciences -- Physiological, cellular and medical topics -- Systems biology, networks.
51 / COX