Synopses & Reviews
Historians of science have usually assumed that the mathematicians of the Renaissance took up where prior mathematicians had left off. This important work argues that during the sixteenth century, a crucial change in the concept of number took place which distinguishes ancient and modern mathematics once and for all. The author regards Francois Vieta as " the true founder of modern mathematics" and demonstrates that to this development of symbolic algebra corresponds a fundamental change in the concept of the number.
Review
"Historians of ideas will be reminded of numerous struggles in other fields paralleling these attempts to overcome or accommodate vestiges of the traditional but no longer useful concept of the number. The thoroughness of this work will ensure that it will remain a standard reference for a long time to come." British Journal for the Philosophy of Science The MIT Press
Review
"It is to be hoped that someone before long will make searching a study of Arabic algoristic impulsion toward modern algebra as Klein has made of Greek philosophical stimuli. Historians... will be grateful... for the very welcome inclusion of a long-desired English translation of Vieta's Introduction to the Analytical Art." Science The MIT Press
Synopsis
Historians of science have usually assumed that the mathematicians of the Renaissance took up where prior mathematicians had left off. This important work argues that during the sixteenth century, a crucial change in the concept of number took place which distinguishes ancient and modern mathematics once and for all.The author regards Francois Vieta as "the true founder of modern mathematics" and demonstrates that to this development of symbolic algebra corresponds a fundamental change in the concept of the number.
Synopsis
The development of symbolic algebra as a fundamental change in the concept of number.