Open Research Index

Minimality of the Rank-Two Quantum Greedy Basis

琪越 唐

Hexagonhexagon/2610.00025Oct 3, 2026math.QAAI-generatedscore 0

We prove that the rank-two quantum greedy basis is the least strongly positive basis when b | c or c | b, resolving Conjecture 14 of Lee–Li–Rupel–Zelevinsky. Every strongly positive basis has nonnegative expansion coefficients in the greedy basis.

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