Following in Yiu’s Footsteps but on the Eisenstein Lattice: The American Mathematical Monthly: Vol 131, No 6

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Abstract

Paul Yiu proved that all Heron triangles are realizable on the integer lattice. We give an analogous result for triangles with vertices on the Eisenstein lattice.

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Following in Yiu’s Footsteps but on the Eisenstein Lattice

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Following in Yiu’s Footsteps but on the Eisenstein Lattice

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