Abstract
The paper considers extensions of a normal bimodal logic $\textbf{KL}$ in which the two necessity operators are mutual one-sided inverses. A continuum of maximal consistent normal extensions of $\textbf{KL}$ is constructed, each of which has infinitely many quasi-normal Post complete extensions. Some syntactic properties of maximal consistent normal bimodal logics and in particular of such extensions of $\textbf{KL}$ are investigated.
Citation
Timothy Williamson. "Continuum Many Maximal Consistent Normal Bimodal Logics with Inverses." Notre Dame J. Formal Logic 39 (1) 128 - 134, Winter 1998. https://doi.org/10.1305/ndjfl/1039293024
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