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Ratio between the expected number of activity pairs where one is instantiated directly after the other in a case belonging to a group of cases, and the expected number of activities that occur in a case belonging to a group of cases.

Process where several distinct directly-follows relations can occur.

A greater number of directly-follows relations is desirable, as it implies a greater capability to address unexpected situations.

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Formula for practitioners

$\frac{\sum _{c \in g} \mathit{DFR}(c)}{\sum _{c \in g} \mathit{A}(c)}$

$\mathit{DFR}(c)$ returns the number of unique Directly-Follows Relations (DFR) in case $c$.
$\mathit{A}(c)$ returns the number of unique activities in case $c$.