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The Algebraic Structure of Quantity Calculus II: Dimensional Analysis and Differential and Integral Calculus

机译:数量微积分的代数结构:维度分析和微分与积分

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In a previous paper, the author has introduced and studied a new algebraic structure which accurately describes the algebra underlying quantity calculus. The present paper is a continuation of that one, which extends the purely algebraic study by adding two more ingredients: an order structure and a topology. The goal is to give a solid justification of dimensional analysis and differential and integral calculus with quantities.
机译:在先前的论文中,作者介绍并研究了一种新的代数结构,该结构可以准确地描述代数的基础数量演算。本论文是该论文的续篇,它通过增加两个成分:有序结构和拓扑结构,扩展了纯代数研究。目的是给出具有数量的维分析以及微分和积分计算的可靠依据。

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