A Scrapbook of Complex Curve Theory contains eclectic though substantial musings on aspects of the theory of complex algebraic curves. Utilizing an informal approach, the volume offers provocative ramblings, with an emphasis on motivating future research ap opposed to presenting a finished product.
Topics run the gamut from elementary to the most sophisticated questions in algebra - all addressed in a stimulating manner. Among the various topics discussed are the old-fashioned theory of conics, the elliptic integral, the number thory of cubics, the Jacobi inversion theorem, quartics, quintics, and the Schottky relation.
All mathematicians interested in complex algebraic curves will find this work original, entertaining, and stimulating.
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