Math 2.0

Mathematical logic and foundations Concept

Modal mu-calculus

Summary

The modal μ\mu-calculus extends modal logic with a least fixed point operator μ\mu and a greatest fixed point operator ν\nu. Formulas are evaluated at the states of a labelled transition system, and fixed points express recursive properties such as reachability and invariance. It contains computation tree logic and linear temporal logic by translation, so it serves as a common target logic for model checking.

Further reading

  1. Web https://en.wikipedia.org/wiki/Modal_%CE%BC-calculus
About this page
TagMZ0M2KR9S0
URIm2://MZ0M2KR9S0
Kindconcept
WritingW0 stub
MSC03B45, 03B70, 68Q60
SpecializesModal logic
Same as
Changed3 November 2026

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