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上面我们叙述了牛顿在建立微积分方面的贡献,下面是莱布尼兹工作的简介.3 莱布尼兹的微积分莱布尼兹自述,他是1674年发明微分法的.10年后,即1684年莱布尼兹发表了他的第一篇微分学论文《一种求极大值、极小值和切线的新方法,不受分数量及无理量阻挠的奇特算法》(拉丁文全名 Nova methodus pro maximis et minimis,itemque tangentibus,quae nec fractas,nec irrationales quanti-tares moratur,et singulare pro illis calculi genus),刊登在《教师学报》(Acta eruditorum)上.这是数学史上第一篇正式发表的微积分文献(注意,牛顿曾自述他在1665年发明了流数术,但
Above we describe Newton’s contribution to the establishment of calculus, below is an introduction to the work of Leibniz.3 Leibniz’s calculus Leibniz recalled that he invented the derivative method of 1674. Ten years later, Leibniz published his first article on differential theory in 1684, “A Strange Algorithm for Finding New Methods of Minima and Tangent, Free from Fractional and Unreasonable Blocking” (in Latin Name Nova methodus pro maximis et minimis, itemque tangentibus, quae nec fractas, nec irrationales quanti-tares moratur, et singulare pro illus calculi genus), published in the Acta eruditorum, the first official in the history of mathematics Published calculus literature (note that Newton once recalled that he invented flow arithmetic in 1665 but