Ideals, varieties and algorithms : an introduction to computational algebraic geometry and commutative algebra
Cox, David
Ideals, varieties and algorithms : an introduction to computational algebraic geometry and commutative algebra by David A. Cox, John Little and Donal O'Shea - New York : Springer, ©2018 - xvi, 646 p. : ill. ; 25 cm. - Undergraduate texts in mathematics .
.
Includes bibliographic references index.
Chapter 1 : Geometry, Algebra, and Algorithms Chapter 2 : Gröbner Bases Chapter 3 : Elimination Theory Chapter 4 : The Algebra–Geometry Dictionary Chapter 5 : Polynomial and Rational Functions on a Variety Chapter 6 : Robotics and Automatic Geometric Theorem Proving Chapter 7 : Invariant Theory of Finite Groups Chapter 8 : Projective Algebraic Geometry Chapter 9 : The Dimension of a Variety Chapter 10 : Additional Gröbner Basis Algorithms
9783319374277
Commutative Algebra
Geometry
516.35 / COX-I
Ideals, varieties and algorithms : an introduction to computational algebraic geometry and commutative algebra by David A. Cox, John Little and Donal O'Shea - New York : Springer, ©2018 - xvi, 646 p. : ill. ; 25 cm. - Undergraduate texts in mathematics .
.
Includes bibliographic references index.
Chapter 1 : Geometry, Algebra, and Algorithms Chapter 2 : Gröbner Bases Chapter 3 : Elimination Theory Chapter 4 : The Algebra–Geometry Dictionary Chapter 5 : Polynomial and Rational Functions on a Variety Chapter 6 : Robotics and Automatic Geometric Theorem Proving Chapter 7 : Invariant Theory of Finite Groups Chapter 8 : Projective Algebraic Geometry Chapter 9 : The Dimension of a Variety Chapter 10 : Additional Gröbner Basis Algorithms
9783319374277
Commutative Algebra
Geometry
516.35 / COX-I