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Leibniz on the Foundations of the Calculus: The Question Of the Reality of Infinitesimal Magnitudes

机译:莱布尼兹关于微积分的基础:无穷幅值的现实问题

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Among his achievements in all areas of learning, Leibniz's contributions to the development of European mathematics stand out as especially influen- tial. His idiosyncratic metaphysics may have won few adherents, but his place in the history of mathematics is sufficiently secure that historians of mathematics speak of the "Leibnizian school" of analysis and delineate a "Leibnizian tradition" in mathematics that extends well past the death of its founder. This great reputation rests almost entirely on Leibniz's contri- butions to be calculus.
机译:在所有学习领域的成就中,莱布尼兹对欧洲数学发展的贡献尤为重要。他的特质形而上学也许没有赢得多少拥护者,但是他在数学史上的地位足以确保数学史学家谈论分析的“莱比尼兹学派”,并勾勒出一种数学上的“莱比尼兹学派”,这种传统一直延伸到其死亡之后。创始人。如此高的声誉几乎完全取决于莱布尼兹对微积分的贡献。

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