AI 中文总结
研究相互正交的量子拉丁方的规模问题，通过构造非经典集改进了其上下界，证明n阶的n - 2个MOQLS必然是经典的。
AI 中文摘要
一组相互正交的量子拉丁方（MOQLS）能有多大？我们证明，一组n阶的n - 2个MOQLS必然是经典的，并构造了阶为素数幂的大量非经典MOQLS集，改进了先前已知的上下界。
英文摘要
How large can a set of mutually orthogonal quantum Latin squares (MOQLS) get? We show that a set of n - 2 MOQLS of order n is necessarily classical and construct large non-classical sets of MOQLS of orders that are prime powers, improving both the previously known lower and upper bounds.
CommentsCorrection of Theorem 6
