## A Concise History of Mathematics, Volumes 1-2 |

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accepted algebraic already analysis ancient appeared applied Arabic arithmetic astronomy authors Babylonian became began bodies calculus called Century circle cities computational conception concerning contains continued curves Descartes developed differential discovery early Egyptian equations established Euclid Euler example existence expressed field figures followed foundation French functions Gauss geometry given Greek ideas important infinite influence integral interest introduced Italy known Lagrange Laplace later leading Leibniz mathe mathematicians mathematics matics means mechanics method nature Newton notation Oriental original Paris period Persian plane position present principle probability problems professor projective proof published pure quantities question rational reached reason relation remained remarkable Riemann rigorous Roman showed so-called solution solved space square symbols texts theorem theory tion tradition translation University vols volume whole written wrote