Transitivity, Moral Latitude, and Supererogation

The Impossibility of Supererogation in Kant's Moral Theory

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Topological Transitivity and Strong Transitivity

We discuss the relation between (topological) transitivity and strong transitivity of dynamical systems. We show that a transitive and open self-map of a compact metric space satisfying a certain expanding condition is strongly transitive. We also prove a couple of results for interval maps; for example it is shown that a transitive piecewise monotone interval map is strongly transitive.

Truth-Grounding and Transitivity

It is argued that if we take grounding to be univocal, then there is a serious tension between truthgrounding and one commonly assumed structural principle for grounding, namely transitivity. The primary claim of the paper is that truth-grounding cannot be transitive. Accordingly, it is either the case that grounding is not transitive or that truth-grounding is not grounding, or both.

Grounding, transitivity, and contrastivity

Topological transitivity

The concept of topological transitivity goes back to G. D. Birkhoff [1]