MathAbs: a representational language for mathematics

Muhammad Humayoun, Christophe Raffalli
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引用次数: 9

Abstract

MathAbs (Mathematical Abstract language) is a system independent formal language for mathematical texts that can preserve its structure including the line of reasoning, proof steps and logical structure. By system independent, we mean that its formalism is not based on any specific logic, theory or proof assistant. MathAbs is intended only for machine manipulation and it is part of a system called MathNat[6], which provides a controlled language to write mathematical texts found in textbooks and published work. Here, MathAbs is used as an intermediary between the natural language of the mathematician and the formal language of the logician. We give here a detailed account of MathAbs, its justification, formal definition and semantics.
MathAbs:一种数学表示语言
MathAbs(数学抽象语言)是一种独立于系统的数学文本形式语言,可以保留其结构,包括推理路线,证明步骤和逻辑结构。所谓系统独立,是指它的形式主义不以任何特定的逻辑、理论或证明辅助为基础。MathAbs仅用于机器操作,它是MathNat[6]系统的一部分,该系统提供了一种受控语言来编写教科书和出版作品中的数学文本。在这里,MathAbs被用作数学家的自然语言和逻辑学家的形式语言之间的中介。我们在这里详细介绍了MathAbs、它的证明、形式定义和语义。
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