AMS Chelsea Publishing
Famous Problems of Elementary Geometry/from Determinant to Tensor/Introduction to Combinatory Analysis/Three Lectures on Fermat's Last Theorem
AMS Chelsea Publishing
Famous Problems of Elementary Geometry/from Determinant to Tensor/Introduction to Combinatory Analysis/Three Lectures on Fermat's Last Theorem
Gives an understandable account of the famous problems of Geometry - The Duplication of the Cube, Trisection of the Angle, Squaring of the Circle - and the proofs that these cannot be solved by ruler and compass.
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Gives an understandable account of the famous problems of Geometry - The Duplication of the Cube, Trisection of the Angle, Squaring of the Circle - and the proofs that these cannot be solved by ruler and compass. This work includes problems about transcendental numbers, the existence of such numbers, and proofs of the transcendence of $e$.
