Almost-sure asymptotic for the number of heaps inside a random sequence
classification
🧮 math.PR
keywords
heapsnumberalmost-surepreviousrandomsequencealgorithmasymptotic
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We study the minimum number of heaps required to sort a random sequence using a generalization of Istrate and Bonchis's algorithm (2015). In a previous paper, the authors proved that the expected number of heaps grows logarithmically. In this note, we improve on the previous result by establishing the almost-sure and L 1 convergence.
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