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Show that there exists no probabilistic, process terminating algorithm for election on non-periodic pseudo-anonymous rings of unknown size that is correct with positive probability.

    Show that there exists no probabilistic, process terminating algorithm for election on non-periodic pseudo-anonymous rings of unknown size that is correct with positive probability.

Introduction to Distributed Algorithms

Introduction to Distributed Algorithms

Gerard Tel 1st Edition

Chapter 9, Problem 13

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Step 1

We are given a non-periodic pseudo-anonymous ring of unknown size. This means that the ring consists of a finite number of nodes, but we do not know the exact number of nodes in the ring. Show more…

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Show that there exists no probabilistic, process terminating algorithm for election on non-periodic pseudo-anonymous rings of unknown size that is correct with positive probability.

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