"Solving Polynomial Equation Systems II: Macaulay's Paradigm and Grobner Technology"

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Book	Author(s)	Year	Publisher
Solving Polynomial Equation Systems II: Macaulay's Paradigm and Grobner Technology	Teo Mora	2005-05	Cambridge University Press
Solving Polynomial Equation Systems III	Teo Mora	2015-08	Cambridge University Press
Solving Polynomial Equation Systems IV	Teo Mora	2016-04	Cambridge University Press
Solving Polynomial Equation Systems I: The Kronecker-Duval Philosophy	Teo Mora	2003-03	Cambridge University Press
Computational Complexity of Solving Equation Systems	Przemysław Broniek	1st ed. 2016	Springer International Publishing
Techniques for solving boolean equation systems	Keinanen M	2006	Helsinki
The structure of polynomial ideals and Grobner bases.	Thomas W. Dube	1988	Courant Institute of Mathematical Sciences, New York University
Solving polynomial systems using continuation for engineering and scientific problems	Morgan, Alexander	2009	Society for Industrial and Applied Mathematics
Gröbner Bases: Statistics and Software Systems	Takayuki Hibi (auth.), Takayuki Hibi (eds.)	2013	Springer Japan
Gröbner Bases: Statistics and Software Systems	Takayuki Hibi	2013	Springer Japan
Solving the Pell Equation	Michael Jacobson; Hugh Williams	2009	Springer New York
Solving Polynomial Equations: Foundations, Algorithms, and Applications	Alicia Dickenstein; Ioannis Z. Emiris	2005	Springer Berlin Heidelberg
Constructive Commutative Algebra: Projective Modules Over Polynomial Rings and Dynamical Gröbner Bases	Ihsen Yengui	1st ed. 2015	Springer International Publishing
Polynomial Functional Dynamical Systems	Albert Luo		Springer International Publishing
Applications of polynomial systems	David A. Cox (ed.), Carlos D’Andrea, Alicia Dickenstein, Jonathan Hauenstein, Hal Schenck, Jessica Sidman (auth.)	2020	American Mathematical Society
Polynomial Completeness in Algebraic Systems	Kalle Kaarli; Alden F. Pixley	2000	Routledge
Management information systems: solving business problems with information technology	Gerald V. Post; David L. Anderson	2000	Irwin/McGraw-Hill
Bifurcation Dynamics in Polynomial Discrete Systems	Albert C. J. Luo	1st ed. 2020	Springer Nature Singapore
Polynomial Methods for Control Systems Design	Michael J. Grimble; Vladimir Kučera	1996	Springer London
Solving Partial Differential Equation Applications with PDE2D	Granville Sewell	2018	John Wiley & Sons
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Chapter	Author(s)	Book	Book Authors	Year	Publisher
Solving Polynomial Systems Equation by Equation	Andrew J. Sommese; Jan Verschelde; Charles W. Wampler	Algorithms in Algebraic Geometry	Alicia Dickenstein; Frank-Olaf Schreyer; Andrew J. Sommese	2008	Springer New York
Solving Polynomial Systems Using Numeric Gröbner Bases	Daniel Lichtblau	Mathematical Software – ICMS 2018: 6th International Conference, South Bend, IN, USA, July 24-27, 2018, Proceedings	James H. Davenport; Manuel Kauers; George Labahn; Josef Urban	1st ed. 2018	Springer International Publishing
Solving Systems of Polynomial Equations Using Gröbner Bases	Michael Joswig; Thorsten Theobald	Polyhedral and Algebraic Methods in Computational Geometry	Michael Joswig; Thorsten Theobald	2013	Springer London
Solving Polynomial Systems	Tien-Yien Li	Mathematical Conversations: Selections from The Mathematical Intelligencer	Robin Wilson; Jeremy Gray	2001	Springer New York
Solving Polynomial Systems	Jintai Ding; Albrecht Petzoldt; Dieter S. Schmidt	Multivariate Public Key Cryptosystems	Jintai Ding; Albrecht Petzoldt; Dieter S. Schmidt	2nd ed. 2020	Springer US
Gröbner Bases for Solving Multivariate Polynomial Equations	Zaifu Yang	Computing Equilibria and Fixed Points: The Solution of Nonlinear Inequalities	Zaifu Yang	1999	Springer US
Solving equation systems	Philipp Birken	Numerical Methods for Unsteady Compressible Flow Problems	Philipp Birken	2021	Routledge
Solving a Quadratic Polynomial Equation		Pre-Calculus Workbook For Dummies	Mary Jane Sterling	2019	For Dummies
Gröbner Technology	Teo Mora	Gröbner Bases, Coding, and Cryptography	Massimiliano Sala; Teo Mora; Ludovic Perret; Shojiro Sakata; Carlo Traverso	2009	Springer Berlin Heidelberg
Polynomial Rings and Gröbner Bases	Jürgen Herzog; Takayuki Hibi; Hidefumi Ohsugi	Binomial Ideals	Jürgen Herzog; Takayuki Hibi; Hidefumi Ohsugi	1st ed. 2018	Springer International Publishing
1 - Non Universal Polynomial Equation Solving	C. Beltrán; L. M. Pardo	Foundations of Computational Mathematics, Santander 2005	Luis M. Pardo; Allan Pinkus; Endre Suli; Michael J. Todd	2006-06	Cambridge University Press
Solving Nonlinear Equation Systems	Hung Nguyen-Schäfer	Computational Tapered and Cylinder Roller Bearings	Hung Nguyen-Schäfer	1st ed. 2019	Springer International Publishing
Solving Systems of Polynomial Equations		Computing in Algebraic Geometry: A Quick Start using SINGULAR	Wolfram Decker; Christoph Lossen	2006	Springer Berlin Heidelberg
Solving Systems of Polynomial Equations	Bhubaneswar Mishra	Algorithmic Algebra	Bhubaneswar Mishra	1993	Springer New York
Solving Zero-Dimensional Polynomial Systems	Martin Kreuzer; Lorenzo Robbiano	Computational Linear and Commutative Algebra	Martin Kreuzer; Lorenzo Robbiano	1st ed. 2016	Springer International Publishing
Algorithms for Solving Polynomial Systems	Gregory V. Bard	Algebraic Cryptanalysis	Gregory Bard	2009	Springer US
35 Solving Polynomial Congruences, II		Introduction to Number Theory	William W. Adams, Larry Joel Goldstein	1976	Prentice-Hall, Inc.
Polynomial Equation		The Concise Oxford Dictionary of Mathematics (Oxford Quick Reference)	Richard Earl, James Nicholson	2021	Oxford University Press
Polynomial Equation		Quantitative Aptitude for the CAT	Nishit K. Sinha	2016	Pearson Education
Polynomial Equation		The Pearson Guide to Quantitative Aptitude and Data Interpretation for the CAT	Nishit K. Sinha	2012	Pearson Education
Chapter	Author(s)	Book	Book Authors	Year	Publisher

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