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Paper detail

Consecutive ones property testing: cut or swap

Let C be a finite set of $N elements and R = {R_1,R_2, ..,R_m} a family of M subsets of C. The family R verifies the consecutive ones property if there exists a permutation P of C such that each R_i in R is an interval of P. There already exist several algorithms to test this property in sum_{i=1}^m |R_i| time, all being involved. We present a simpler algorithm, based on a new partitioning scheme.

preprint2010arXivOpen access
Mathieu Raffinot
Data Structures and AlgorithmsDiscrete Mathematics
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Mathieu Raffinot

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