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首页> 外文期刊>Journal of applied non-classical logics >Paraconsistent conjectural deduction based on logical entropy measures I: C-systems as non-standard inference framework
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Paraconsistent conjectural deduction based on logical entropy measures I: C-systems as non-standard inference framework

机译:基于逻辑熵测度的超一致猜想推论I:C系统作为非标准推理框架

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摘要

A conjectural inference is proposed, aimed at producing conjectural theorems from formal conjectures assumed as axioms, as well as admitting contradictory statements as conjectural theorems. To this end, we employ Paraconsistent Informational Logic, which provides a formal setting where the notion of conjecture formulated by an epistemic agent can be defined. The paraconsistent systems on which conjectural deduction is based are sequent formulations of the C-systems presented in Carnielli-Marcos [CAR 02b]. Thus, conjectural deduction may also be considered to be a tool for investigating the properties of paraconsistency in general.
机译:提出了一种猜想推论,旨在从被假定为公理的形式猜想中产生猜想定理,以及接受矛盾的陈述作为猜想定理。为此,我们采用了超常信息逻辑,它提供了一个正式的环境,在这里可以定义由认知主体提出的猜想的概念。猜想推论所基于的超一致系统是Carnielli-Marcos [CAR 02b]中提出的C系统的后续公式。因此,推测推论也通常被认为是研究超一致性的工具。

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