Resolvable quantum Latin squares with maximal cardinality
Yuyuan Zhang, Haitao Cao
Abstract
In this paper we investigate the existence of a maximal-cardinality \(t\)-resolvable quantum Latin square (\(t-RQLS(v)\)). We determine the existence of a maximal-cardinality \(1-RQLS(v)\) with \(17\) possible exceptions based on the established research result and construct a maximal-cardinality \(2-RQLS(n2)\) for every integer \(n≥6\).
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