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Nonexistence of (3,2,1)-conjugate r-orthogonal Latin Squares of Order v for r ∈ {v +2,v +3,v+5}
latin square r-orthogonal (3,2,1)-conjugate
2012/9/26
Two latin squares of order v ,()ijLl= and ( )ijM m = are called to be r-orthogonal if their superposition produces exactly r distinct ordered pairs, that is ,{( ) :1 , }ij ijlm ij v r = ≤≤ , whic...