On the Markov Chain Tree Theorem in the Max Algebra
Buket Benek Gursoy, Steve Kirkland, Oliver Mason, Sergei Sergeev
TL;DR
This paper extends the classical Markov Chain Tree Theorem to the max algebra, exploring its potential applications in ranking problems within this algebraic framework.
Contribution
It introduces a novel max algebra version of the Markov Chain Tree Theorem, expanding its theoretical scope and application possibilities.
Findings
Extended theorem in max algebra
Potential applications to ranking problems
Theoretical framework development
Abstract
The Markov Chain Tree Theorem is extended to the max algebra and possible applications to ranking problems are discussed.
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