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This classic work, now available in paperback, outlines the geometric aspects of algebraic equations, one of the oldest and most central subjects in mathematics. Recent decades have seen explosive growth in the more abstract side of algeraic geometry, with great emphasis on new basic techniques. This timely reissue complements these recent innovations, providing a much-needed background in such areas as plane curves, quadratic transformations, the geometry of line systems, and the projective characters of curves and surfaces. Providing a wealth of definitive material, this work will appeal to those interested in algebraic geometry and in more modern abstract studies.
This text investigates the geometric properties of algebraic equations and the foundational principles of classical algebraic geometry. Authors J. G. Semple and L. Roth provide a comprehensive framework that bridges the gap between classical geometric intuition and modern abstract techniques. The work synthesizes historical developments in the field to offer a rigorous grounding for students and researchers alike. By focusing on the interplay between algebraic structures and geometric forms, the authors establish a systematic approach to the study of curves and surfaces.
What You Will Find
Experts frequently cite this work as a foundational text that provides essential geometric context for modern abstract algebraic geometry. Readers often note the academic density of the prose, which serves as a definitive reference for those seeking to understand the classical roots of the discipline.
Page Count:
480
Publication Date:
1985-11-14
Publisher:
Oxford University Press
ISBN-10:
0198533632
ISBN-13:
9780198533634
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