AbstractA latin square of order ten is displayed having an orthogonal mate, but no nontrivial automorphism obtainable by permutation of rows, columns and digits
AbstractLatin squares can be seen as multiplication tables of quasigroups, which are, in general, no...
A Latin square is considered to be a set of n^2 cells with three block systems. An automorphism is a...
Atomic latin squares have indivisible structure which mimics that of the cyclic groups of prime orde...
AbstractA latin square of order ten is displayed having an orthogonal mate, but no nontrivial automo...
AbstractA latin square of order n possessing a cyclic automorphism of order n is said to be diagonal...
The non-existence of a pair of mutually orthogonal Latin squares of order six is a well-known result...
AbstractBy a “turn-square” is meant a latin square of order ten expressed as a direct product or gro...
A latin square is a bachelor square if it does not possess an orthogonal mate; equivalently, it does...
AbstractTwo Latin squares are r-orthogonal if their superposition produces r distinct pairs. It was ...
A Latin square of order n is an n × n array in which each row and column contains symbols from an n-...
AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order...
A finite latin square is an n × n matrix whose entries are elements of the set {1,...,n} and no elem...
Ejemplar dedicado a: Special issue on Non-commutative Gröbner Bases and ApplicationsLatin squares ca...
AbstractWe show for all n∉{1,2,4} that there exists a latin square of order n that contains two entr...
AbstractLatin squares can be classified as odd or even according to the signs of the permutations gi...
AbstractLatin squares can be seen as multiplication tables of quasigroups, which are, in general, no...
A Latin square is considered to be a set of n^2 cells with three block systems. An automorphism is a...
Atomic latin squares have indivisible structure which mimics that of the cyclic groups of prime orde...
AbstractA latin square of order ten is displayed having an orthogonal mate, but no nontrivial automo...
AbstractA latin square of order n possessing a cyclic automorphism of order n is said to be diagonal...
The non-existence of a pair of mutually orthogonal Latin squares of order six is a well-known result...
AbstractBy a “turn-square” is meant a latin square of order ten expressed as a direct product or gro...
A latin square is a bachelor square if it does not possess an orthogonal mate; equivalently, it does...
AbstractTwo Latin squares are r-orthogonal if their superposition produces r distinct pairs. It was ...
A Latin square of order n is an n × n array in which each row and column contains symbols from an n-...
AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order...
A finite latin square is an n × n matrix whose entries are elements of the set {1,...,n} and no elem...
Ejemplar dedicado a: Special issue on Non-commutative Gröbner Bases and ApplicationsLatin squares ca...
AbstractWe show for all n∉{1,2,4} that there exists a latin square of order n that contains two entr...
AbstractLatin squares can be classified as odd or even according to the signs of the permutations gi...
AbstractLatin squares can be seen as multiplication tables of quasigroups, which are, in general, no...
A Latin square is considered to be a set of n^2 cells with three block systems. An automorphism is a...
Atomic latin squares have indivisible structure which mimics that of the cyclic groups of prime orde...
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