TL;DR
This paper evaluates the strength of an extended version of Kruskal's Theorem applicable to pairs of cohabitation trees, providing insights into its theoretical robustness.
Contribution
It introduces an analysis of the strength of a specific extension of Kruskal's Theorem involving cohabitation trees.
Findings
The extension's strength is precisely calibrated.
Theoretical implications for tree pair structures.
Potential applications in graph theory and combinatorics.
Abstract
The strength of an extension of Kruskal's Theorem to certain pairs of cohabitation trees is calibrated.
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