Sentence examples for logic in systems of from inspiring English sources

As it applies to logic in systems of the 20th century, the term is obsolete.

Suffice it to note that the inference ex falso quodlibet is sanctioned in systems of classical logic, the subject of this article.

The weakest requirement imposed on a necessity-like modal operator $\Box$ in systems of classical modal logic is the congruence property: \[\mathord{\vdash A \leftrightarrow B} \slashrel \mathord{\vdash \Box A \leftrightarrow \Box B}\] ("if $A \leftrightarrow B$ is provable, then so is $\Box A \leftrightarrow \Box B$").

The discussions concerned the role of formal logic in the system of philosophy (cf. Peckhaus 1997, 130 163; Peckhaus 1999; Vilkko 2002, 56 81; Vilkko 2009).

Illustrative examples of the expressiveness of temporal logics in systems biology can be found in Antoniotti et al. (2003); Batt et al. (2005); Bernot et al. 2004); Calzone et al. (2006) and Chabrier and Fages (2003).

It should be noted that no additional T1 or T2 are added to the solution, which validates the use of these logic devices in systems where inputs are controlled by external processes (e.g., biological processes).

Propositional calculus, also called Sentential Calculus, in logic, symbolic system of treating compound and complex propositions and their logical relationships.

Incorporation of fuzzy logic in fuzzy systems is easy and flexible to describe various uncertainties or random variables by the use of linguistic terms.

Finally, we discuss several implications of our findings and how they contribute to the overall understanding of regulatory logic in mammalian systems.

A monograph developing a system of connexive logic in the context of solving a broad range of paradoxes is Angell 2002.

Anderson and Belnap motivated the development of relevant logics using natural deduction systems; yet they developed a family of relevant logics in axiomatic systems.