In this paper, we study the problem of mining
frequent diamond episodes efficientlyfrom an input event sequence with sliding a window. Here, a diamond episode is of the form
a →
E →
b, which means that every event of
E follows an event
a and is followed by an event
b. Then, we design a polynomial-delay and polynomial-space algorithm PolyFreqDmd that finds all of the frequent diamond episodes without duplicates from an event sequence in
O(|Σ|
2l) time per an episode and in
O(|Σ|+
l) space, where Σ and
l are an alphabet and the length of the event sequence, respectively. Finally, we give experimental results on artificial and real-world event sequences with varying several mining parameters to evaluate the efficiency of the algorithm.
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