论文标题
实际功能及其在替代集理论中的区分
Real Functions and its Differentiation in Alternative Set Theory
论文作者
论文摘要
在上一篇论文（基里·萨卡哈拉（Kiri Sakahara）和高夏萨托（Takashi Sato）。基本的拓扑概念和替代集理论中实数的构造。Arxive-prints，arxiv：2005.04388，2020年5月），作者展示了基本的拓扑概念和替代理论中实数系统的基本拓扑概念（AST）。本文是该研究的延续，从而提供了实际功能的其他治疗方法。与常规演算中的分化基本特性保持在AST中的基本特性。
In the previous paper (Kiri Sakahara and Takashi Sato. Basic Topological Concepts and a Construction of Real Numbers in Alternative Set Theory. arXiv e-prints, arXiv:2005.04388, May 2020), the authors displayed basic topological concepts and a construction of a system of real number in alternative set theory (AST). The present paper is a continuation of that research providing additional treatments of real functions. The basic properties of differentiation in AST are preserved as in the conventional calculus.
