This highly regarded study focuses on attempts by Hippocrates, Archimedes, other ancient Greeks to solve three classical problems: cube duplication, angle trisection, and circle-quadrature. Topics include origins of the study of conics, introduction of special mechanical curves, use of sliding rulers and calculating procedures, and much more. 255 black-and-white illustrations. "Essential reading" ― Mathematical Reviews. 1986 edition.
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Highly regarded study focuses on ancient Greek efforts to solve the three classical problems of cube duplication, angle trisection and circle-quadrature by such famed mathematicians as Hippocrates of Chios, Eudoxus, Archimedes and Apollonius, and spans virtually the entire period of ancient geometr
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