Theorems as Masterpieces ; Mathematics before Euclid ; The Greatest Mathematics Book of All ; Euclid's Elements--Triangles and Polygons ; Number Theory in Euclid ; The Life and Works of Archimedes -- Archimedes's Determination of Circular Area ; Heron's Formula for Triangular Area ; Al-Khwārizmī and Islamic Mathematics ; A Horatio Algebra Story ; To the Cubic and Beyond ; The Heroic Century.
The Legacy of Newton ; Newton's Infinite Series ; Newton's Proof of Heron's Formula ; The Legacy of Leibniz ; The Bernoullis and the Calculus Wars ; Euler, the Master -- Euler's Extraordinary Sum ; Euler and the Partitioning of Numbers ; Gauss--The Prince of Mathematicians ; The 19th Century--Rigor and Liberation ; Cantor and the Infinite ; Beyond the Infinite.
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