论文标题
构图积分：简要介绍
The Compositional Integral: A Brief Introduction
论文作者
论文摘要
组成积分定义，正式构造和讨论。直接概括Riemann的积分构建；它旨在作为查看一阶微分方程的另一种方式。此简短通知的目的是：以不同的集成方法熟悉读者，为修改后的积分制作符号，并表达出令人震惊的无限嵌套组合物用途。从Euler的方法中汲取灵感来近似一阶微分方程，我们将方法与Riemann Sums相关。并从不同的现代角度看它。
The Compositional Integral is defined, formally constructed, and discussed. A direct generalization of Riemann's construction of the integral; it is intended as an alternative way of looking at First Order Differential Equations. This brief notice aims to: familiarize the reader with a different approach to integration, fabricate a notation for a modified integral, and express a startling use for infinitely nested compositions. Taking inspiration from Euler's Method for approximating First Order Differential Equations, we affiliate the method with Riemann Sums; and look at it from a different, modern angle.
