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毕业论文外文翻译-牛顿与莱布尼兹创立微积分之解析

上传者:徐小白 |  格式:doc  |  页数:18 |  大小:216KB

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ies, to lead into the field of mathematics, the beginning of the calculus creativework [2] (p. 165) In1684 , Leibniz published the first official history of mathematics calculus literature, "a demand limit and tangent method. This literature of summarized results of the study of calculus since 1673, which define d the differential, extensive ly use d the differential symbol dx, dy, and also give d the sum, commossion,accumulated, and quotient the power of the rules of differentiation. Including the application of the differential method in the tangent line, great minima and inflection. Two years later, he published aa calculus thesis "esoteric geometry and not Variables and their infinite analysis ", which for the first time using the integral symbol ∫" preliminary discusses the points (or

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