Publication
Journal of Computer and System Sciences
Paper

Lower bounds on the length of universal traversal sequences

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Abstract

Universal traversal sequences for d-regular n-vertex graphs require length Ω(d2n2 + dn2 log( n d)), for 3 ≤d≤ n 3 - 2. This is nearly tight for d = Θ(n). We also introduce and study several variations on the problem, e.g., edge-universal traversal sequences, showing how improved lower bounds on these would improve the bounds given above. © 1992.

Date

01 Jan 1992

Publication

Journal of Computer and System Sciences

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