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Categorical structures as expressing tool for differential calculus

机译:分类结构作为微积分的表达工具

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Category is a mathematical structure consisting of objects and morphisms between objects with some specific properties. Categories examine in abstract way the properties of particular mathematical concepts by formalizing them as collections of objects and morphisms. Categorical structures are widely used in computer science for exact mathematical modeling. This paper highlights the most typical use of categories for constructing the model of part of differential calculus by using special category named arrow category; and codomain and domain functors.
机译:类别是一种数学结构,由对象和具有某些特定属性的对象之间的态射构成。类别通过形式化为对象和态素的集合,以抽象的方式检查特定数学概念的属性。分类结构在计算机科学中广泛用于精确的数学建模。本文重点介绍了类别的最典型用法,即使用名为箭头类别的特殊类别来构建微积分部分模型。以及共域和域函子。

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