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Complex algebraic curves
Author:
ISBN: 9780511623929 9780521412513 9780521423533 0511623925 9781107088276 1107088275 9781107094499 1107094496 052141251X 0521423538 1316086976 1107091314 1107100305 Year: 1992 Volume: 23 Publisher: Cambridge : Cambridge University Press,

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Abstract

Complex algebraic curves were developed in the nineteenth century. They have many fascinating properties and crop up in various areas of mathematics, from number theory to theoretical physics, and are the subject of much research. By using only the basic techniques acquired by most undergraduate courses in mathematics, Dr Kirwan introduces the theory, observes the algebraic and topological properties of complex algebraic curves, and shows how they are related to complex analysis. This book grew from a lecture course given by Dr Kirwan at Oxford University and will be an excellent companion for final year undergraduates and graduates who are studying complex algebraic curves.


Book
Algebraic curves
Author:
ISBN: 0387903615 9780387903613 Year: 1978 Publisher: New York (N.Y.): Springer


Book
Plane algebraic curves
Authors: ---
ISSN: 15209121 ISBN: 0821821229 9780821821220 Year: 2001 Volume: 15 Publisher: Providence : American Mathematical Society,

Algebraic curves and Riemann surfaces
Author:
ISSN: 10657339 ISBN: 0821802682 Year: 1995 Volume: v. 5 Publisher: Providence (R.I.): American Mathematical Society


Book
Topos annelés et schémas relatifs
Author:
ISBN: 3540055738 0387055738 9783540055730 Year: 1972 Volume: 64 Publisher: Berlin Heidelberg New York : Springer,

Complex algebraic surfaces.
Author:
ISBN: 0521498422 9780521498425 Year: 1996 Volume: 34 Publisher: Cambridge Cambridge University press


Book
Lectures on equations defining space curves
Authors: ---
ISBN: 3540095446 9783540095446 Year: 1979 Volume: 62 Publisher: Berlin Springer


Book
A guide to plane algebraic curves
Author:
ISBN: 1614442037 9781614442035 9780883853535 0883853531 Year: 2011 Volume: no. 46 no. 7 Publisher: Washington : Mathematical Association of America,

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Abstract

This book can be used in a one semester undergraduate course or senior capstone course, or as a useful companion in studying algebraic geometry at the graduate level. This Guide is a friendly introduction to plane algebraic curves. It emphasizes geometry and intuition, and the presentation is kept concrete. You'll find an abundance of pictures and examples to help develop your intuition about the subject, which is so basic to understanding and asking fruitful questions. Highlights of the elementary theory are covered, which for some could be an end in itself, and for others an invitation to investigate further. Proofs, when given, are mostly sketched, some in more detail, but typically with less. References to texts that provide further discussion are often included. Computer algebra software has made getting around in algebraic geometry much easier. Algebraic curves and geometry are now being applied to areas such as cryptography, complexity and coding theory, robotics, biological networks, and coupled dynamical systems. Algebraic curves were used in Andrew Wiles' proof of Fermat's Last Theorem, and to understand string theory, you need to know some algebraic geometry. There are other areas on the horizon for which the concepts and tools of algebraic curves and geometry hold tantalizing promise. This introduction to algebraic curves will be appropriate for a wide segment of scientists and engineers wanting an entrance to this burgeoning subject.

Computational aspects of algebraic curves, University of Idaho, USA, 26-28 May 2005
Authors: ---
ISBN: 1281897256 9786611897253 9812701648 9789812701640 9812564594 9789812564597 Year: 2005 Publisher: Singapore Hackensack, N.J. World Scientific Pub. Co.

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Abstract

The development of new computational techniques and better computing power has made it possible to attack some classical problems of algebraic geometry. The main goal of this book is to highlight such computational techniques related to algebraic curves. The area of research in algebraic curves is receiving more interest not only from the mathematics community, but also from engineers and computer scientists, because of the importance of algebraic curves in applications including cryptography, coding theory, error-correcting codes, digital imaging, computer vision, and many more.This book cove


Book
Kurven – Verstehen – Entwerfen – Berechnen – Darstellen
Author:
ISBN: 1000069243 3731506629 Year: 2018 Publisher: KIT Scientific Publishing

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Abstract

The book is intended for a wide range of readers and contains an introduction to various practically relevant aspects of curves with many illustrations: It offers a treatment of the differential geometric basics, of Bézier and B-spline representations, of rational and algebraic curves, and introduces the reader to some special curves, which are important for applications or historical reasons. Proofs requiring more in-depth mathematical knowledge are dispensed with.

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