在基本的正式本体学中的法币表面
Michael Rabenberg1, Werner Ceusters1
1University at Buffalo, 77 Goodell Street, Buffalo, NY 14203, USA.
概括
这项研究改进了基本形式本体学 (BFO) 中的法定表面的形式本体学. 它提出了增强的公理,以便在科学和特定领域的本体学中更好地代表这些连续边界.
科学领域:
- 正式的本体学 正式的本体学
- 科学知识 代表性 科学知识 代表性
- 在本体工程学工程学上.
背景情况:
- 基本形式本体学 (BFO) 对"连续的法定边界"和"法定表面"子类进行了有限的公理化.
- 当前的BFO公理不足以捕捉这些实体的阐释的含义.
研究的目的:
- 开发一个符合BFO的"fiat表面"的观点.
- 识别和解决代表法币表面所需的数据.
- 为法币表面提议改进的公理化.
主要方法:
- 对现有的BFO公理和GitHub表示的分析.
- 对ARP的评估Arp等人. (2015) 对法币表面的看法.
- 开发和补充一个符合BFO的模型,用于法定表面.
主要成果:
- 法币表面的GitHub表示不符合已识别的想要的数据.
- 在阿尔普等人. (2015) 的观点是一个更好的基础,但需要增强.
- 拟议的公理为法定表面提供了改进的公理化.
结论:
- 为了在BFO中准确地表示法定表面,需要增强的公理化.
- 提出的观点和公理为法定表面提供了一个更强大的模型.
- 这些进步支持更好的整合到BFO和特定领域的本体学.
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