DOIAbstract
AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order n, such that n ≢ 2 mod 4, or n ≢= 3 mod 9 or n ≢ 6 mod 9
AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order n, such that n ≢ 2 mod 4, or n ≢= 3 mod 9 or n ≢ 6 mod 9
AbstractA latin square is said to be self orthogonal if it is orthogonal to its own transpose. In th...
AbstractWe describe a general method of construction for sets of mutually orthogonal latin squares (...
20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares III* (Hedayat, A.; Se...
AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order...
summary:We review results for the embedding of orthogonal partial Latin squares in orthogonal Latin ...
Abstract: A Latin square arrangement is an arrangement of s symbols in s rows and s columns, such th...
A Latin square of order n is an n × n array in which each row and column contains symbols from an n-...
AbstractThe concepts of “transversal identifying Latin squares” and Latin squares with “like subsqua...
This paper will investigate the number of mutually orthogonal latin squares, MOLS, that can be const...
35 pages, 1 article*On the Theory and Application of Sum Composition of Latin Squares and Orthogonal...
AbstractFor v = 28 and 52, it is demonstrated that N(v) ⩾ 4, where N(v) is the maximum number of mut...
20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares* (Hedayat, A.; Seiden...
In this paper, it is shown that a latin square of order n with n ≥ 3 and n≠6 can be embedded in a la...
AbstractA method of sum composition for construction of orthogona Latin squares was introduced by A....
AbstractIn this paper, a new concept, k-plex orthogonality of Latin squares, is introduced. It gener...
AbstractA latin square is said to be self orthogonal if it is orthogonal to its own transpose. In th...
AbstractWe describe a general method of construction for sets of mutually orthogonal latin squares (...
20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares III* (Hedayat, A.; Se...
AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order...
summary:We review results for the embedding of orthogonal partial Latin squares in orthogonal Latin ...
Abstract: A Latin square arrangement is an arrangement of s symbols in s rows and s columns, such th...
A Latin square of order n is an n × n array in which each row and column contains symbols from an n-...
AbstractThe concepts of “transversal identifying Latin squares” and Latin squares with “like subsqua...
This paper will investigate the number of mutually orthogonal latin squares, MOLS, that can be const...
35 pages, 1 article*On the Theory and Application of Sum Composition of Latin Squares and Orthogonal...
AbstractFor v = 28 and 52, it is demonstrated that N(v) ⩾ 4, where N(v) is the maximum number of mut...
20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares* (Hedayat, A.; Seiden...
In this paper, it is shown that a latin square of order n with n ≥ 3 and n≠6 can be embedded in a la...
AbstractA method of sum composition for construction of orthogona Latin squares was introduced by A....
AbstractIn this paper, a new concept, k-plex orthogonality of Latin squares, is introduced. It gener...
AbstractA latin square is said to be self orthogonal if it is orthogonal to its own transpose. In th...
AbstractWe describe a general method of construction for sets of mutually orthogonal latin squares (...
20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares III* (Hedayat, A.; Se...
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