Standardized PUEBI EYD V’s Regularity in Formal Writing of Mathematical Existential Statement Consequences on Scientific Ontological Theorization to Indonesian Scientific Community

Raisa Rahima
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Abstract

This paper discusses the consequences of the latest PUEBI EYD V regulations for scientific ontological theorization through analyzing the semantical metaphysical commitment it reflects when we write formal mathematical statements using purely mathematical symbol (e.g., “there are 22 aardvarks”). This paper shows that PUEBI EYD V commits to mathematical Platonism metaphysically. This commitment brings harm to observable entities ontological nature in scientific theorization as shown in nominalism projects of philosophy of mathematics. Scientific theories - and even mathematical theories - should always reject the existence of independent objects for there exists only structures (as truth-value). Authors use nominalism stance as a methodology to reject the metaphysical commitment of PUEBI and defend the formal usage of writing mathematical statement without number symbols (“there are twenty-two aardvarks”, etc.).
标准化PUEBI EYD V在数学存在命题形式写作中的规律性对印尼科学界科学本体论理论化的影响
本文通过分析PUEBI EYD V规则在使用纯数学符号(如“有22只食性动物”)书写形式数学陈述时所反映的语义形而上学承诺,讨论了PUEBI EYD V规则对科学本体论理论化的影响。本文表明PUEBI EYD V在形而上学上致力于数学柏拉图主义。这种承诺损害了科学理论化中可观察实体的本体论性质,如数学哲学的唯名论项目所示。科学理论——甚至数学理论——应该总是拒绝独立对象的存在,因为存在的只有结构(作为真值)。作者使用唯名论的立场作为一种方法论来拒绝PUEBI的形而上学承诺,并捍卫书写没有数字符号的数学陈述的正式用法(“有二十二食性动物”等)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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