There are no new homometric Golomb ruler pairs with {$12$} marks or less

Peter Gilbert; Eric Postpischil

doi:em/1062620908

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1994 There are no new homometric Golomb ruler pairs with {$12$} marks or less

Peter Gilbert, Eric Postpischil

Experiment. Math. 3(2): 147-152 (1994).

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Abstract

We describe an exhaustive search that proves the nonexistence of homometric Golomb ruler pairs with 7 to 12 marks. We also give a two-dimensional geometric model for the known family of six-mark homometric ruler pairs.

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Peter Gilbert. Eric Postpischil. "There are no new homometric Golomb ruler pairs with {$12$} marks or less." Experiment. Math. 3 (2) 147 - 152, 1994.

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Published: 1994

First available in Project Euclid: 3 September 2003

zbMATH: 0837.51009

MathSciNet: MR1313879

Subjects:

Primary: 51M15

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Experiment. Math.

Vol.3 • No. 2 • 1994

A K Peters, Ltd.

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Peter Gilbert, Eric Postpischil "There are no new homometric Golomb ruler pairs with {$12$} marks or less," Experimental Mathematics, Experiment. Math. 3(2), 147-152, (1994)

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