Brandon Kong

Primitive Ternary Relations and Dissociativity in Fibonacci-Type Sequences

This preprint studies support-minimal ternary relations among positive integer sequences satisfying the Fibonacci recurrence uₙ₊₂ = uₙ₊₁ + uₙ. It proves that every nonzero support-minimal relation with coefficients in {−1, 0, 1} has, up to an overall change of sign, the unique fo...

Primitive Ternary Relations and Dissociativity in Fibonacci-Type Sequences

This preprint studies support-minimal ternary relations among positive integer sequences satisfying the Fibonacci recurrence uₙ₊₂ = uₙ₊₁ + uₙ. It proves that every nonzero support-minimal relation with coefficients in {−1, 0, 1} has, up to an overall change of sign, the unique fo...