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Sensitivity complexity, introduced by Cook, Dwork, and Reischuk (1982, 1986) in [2,3], is an important complexity measure of Boolean functions. Turán (1984) [7] initiated the study of sensitivity complexity for graph properties. He conjectured that for any non-trivial graph property on n vertices, the sensitivity complexity is at least n−1. He proved that it is greater than n/4 in his paper. Wegener...
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