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Search: id:A134587
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| A134587 |
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A Heron sequence with small terms starting from 60, 275, 325. A Heron sequence is an increasing sequence such that every three consecutive terms of which determine a Heron triangle. A Heron triangle is a triangle with integer sides and integers area. |
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4
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OFFSET
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1,1
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REFERENCES
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Heron Sequences, Paul Yiu, K. R. S. Sastry and Shanzhen Gao, presented on the 2007 Integers Conference, and submitted: INTEGERS - Electronic Journal of Combinatorial Number Theory
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CROSSREFS
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Adjacent sequences: A134584 A134585 A134586 this_sequence A134588 A134589 A134590
Sequence in context: A019285 A008428 A075295 this_sequence A100153 A059461 A100154
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KEYWORD
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nonn
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AUTHOR
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Shanzhen Gao (sgao2(AT)fau.edu), Nov 02 2007
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