* Employs proven conception of teaching topics in commutative algebra through a focus on their applications to algebraic geometry, a significant departure from other works on plane algebraic curves in which the topological-analytic aspects are stressed
*Requires only a basic knowledge of algebra, with all necessary algebraic facts collected into several appendices
* Studies algebraic curves over an algebraically closed field K and those of prime characteristic, which can be applied to coding theory and cryptography
* Covers filtered algebras, the associated graded rings and Rees rings to deduce basic facts about intersection theory of plane curves, applications of which are standard tools of computer algebra
* Examples, exercises, figures and suggestions for further study round out this fairly self-contained textbook
* Employs proven conception of teaching topics in commutative algebra through a focus on their applications to algebraic geometry, a significant departure from other works on plane algebraic curves in which the topological-analytic aspects are stressed
*Requires only a basic knowledge of algebra, with all necessary algebraic facts collected into several appendices
* Studies algebraic curves over an algebraically closed field K and those of prime characteristic, which can be applied to coding theory and cryptography
* Covers filtered algebras, the associated graded rings and Rees rings to deduce basic facts about intersection theory of plane curves, applications of which are standard tools of computer algebra
* Examples, exercises, figures and suggestions for further study round out this fairly self-contained textbook
This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it.This work is in the "public domain in the United States of...
A foundational work in the study of plane algebraic curves and their real branches, including solutions to complex equations and geometric constructions.This work has been selected by scholars as...
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