In this paper we make some general remarks on the use of non-classical logics, in particular paraconsistent logic, in the foundational analysis of physical theories. As a case-study, we present a reconstruction of P. -D. F'evrier's 'logic of complementarity' as a strict three-valued logic and also a paraconsistent version of it. At the end, we sketch our own approach to complementarity, which is based on a paraconsistent logic termed 'paraclassical logic'.
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机译：在本文中，我们对物理理论的基础分析中使用非经典逻辑，特别是超常逻辑进行了一般性的评论。作为案例研究，我们提出了P。-D. F 'evrier的“互补逻辑”的重构，它是严格的三值逻辑，也是它的超一致形式。最后，我们概述了我们自己的互补方法，该方法基于称为“超经典逻辑”的超一致性逻辑。
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