An Application of Sum Composition: A Self Orthogonal Latin Square of Order Ten

Some results on construction of orthogonal Latin squares by the method of sum composition

Ruiz, Felipe
Seiden, Esther

March 1974

AbstractA method of sum composition for construction of orthogona Latin squares was introduced by A....

A Decomposition of a Latin Square of Order 6 into F-Squares and Some Observations on Orthogonality in F-Squares

Federer, W. T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

February 1975

12 pages, 1 article*A Decomposition of a Latin Square of Order 6 into F-Squares and Some Observation...

Experimental Designs and Combinatorial Systems Associated with Latin Squares and Sets of Mutually Orthogonal Latin Squares

Hedayat, A.
Shrikhande, S. S.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

January 1970

14 pages, 1 article*Experimental Designs and Combinatorial Systems Associated with Latin Squares and...

On the Theory and Application of Sum Composition of Latin Squares and Orthogonal Latin Squares

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

August 1972

35 pages, 1 article*On the Theory and Application of Sum Composition of Latin Squares and Orthogonal...

On a Method of Sum Composition of Orthogonal Latin Squares

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

November 1969

20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares* (Hedayat, A.; Seiden...

On a Method of Sum Composition of Orthogonal Latin Squares III

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

August 1970

20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares III* (Hedayat, A.; Se...

On a Method of Sum Composition of Orthogonal Latin Squares II

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

July 1970

19 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares II* (Hedayat, A.; Sei...

An application of sum composition: A self orthogonal latin square of order ten

Hedayat, A

March 1973

AbstractA latin square is said to be self orthogonal if it is orthogonal to its own transpose. In th...

Construction of Classes of Experimental Designs Using Transversals in Latin Squares and Hedayat's Sum Composition Method

Federer, Walter T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

June 1970

33 pages, 1 article*Construction of Classes of Experimental Designs Using Transversals in Latin Squa...

Orthogonal-Cyclic Latin Squares of Orders 9, 15, 21, and 25

Federer, Walter T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

September 1984

14 pages, 1 article*Orthogonal-Cyclic Latin Squares of Orders 9, 15, 21, and 25* (Federer, Walter T....

A generalization of sum composition: Self orthogonal Latin square design with sub self orthogonal Latin square designs

Hedayat, A

March 1978

AbstractA generalization of the theory of sum composition of Latin square designs is given. Via this...

A Particular Set of Orthogonal Cyclic Latin Squares of Orders 21, 27, 33, 35, 39, 45, 51, 55, 57, 63, and 65

Federer, Walter T.
Berkowitz, Melissa S.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

February 1987

20 pages, 1 article*A Particular Set of Orthogonal Cyclic Latin Squares of Orders 21, 27, 33, 35, 39...

On the Equivalence of a Set of Mutually Orthogonal Latin Squares with Other Combinatorial Systems

Hedayat, A.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

October 1969

11 pages, 1 article*On the Equivalence of a Set of Mutually Orthogonal Latin Squares with Other Comb...

Latin squares orthogonal to their transposes

Mendelsohn, N.S

September 1971

AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order...

On the Nonexistence of Orthogonal Latin Squares of Order Six

Federer, W. T.
Hedayat, A.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

September 1975

8 pages, 1 article*On the Nonexistence of Orthogonal Latin Squares of Order Six* (Federer, W. T.; He...

Some results on construction of orthogonal Latin squares by the method of sum composition

Ruiz, Felipe
Seiden, Esther

March 1974

AbstractA method of sum composition for construction of orthogona Latin squares was introduced by A....

A Decomposition of a Latin Square of Order 6 into F-Squares and Some Observations on Orthogonality in F-Squares

Federer, W. T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

February 1975

12 pages, 1 article*A Decomposition of a Latin Square of Order 6 into F-Squares and Some Observation...

Experimental Designs and Combinatorial Systems Associated with Latin Squares and Sets of Mutually Orthogonal Latin Squares

Hedayat, A.
Shrikhande, S. S.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

January 1970

14 pages, 1 article*Experimental Designs and Combinatorial Systems Associated with Latin Squares and...

On the Theory and Application of Sum Composition of Latin Squares and Orthogonal Latin Squares

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

August 1972

35 pages, 1 article*On the Theory and Application of Sum Composition of Latin Squares and Orthogonal...

On a Method of Sum Composition of Orthogonal Latin Squares

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

November 1969

20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares* (Hedayat, A.; Seiden...

On a Method of Sum Composition of Orthogonal Latin Squares III

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

August 1970

20 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares III* (Hedayat, A.; Se...

On a Method of Sum Composition of Orthogonal Latin Squares II

Hedayat, A.
Seiden, E.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

July 1970

19 pages, 1 article*On a Method of Sum Composition of Orthogonal Latin Squares II* (Hedayat, A.; Sei...

An application of sum composition: A self orthogonal latin square of order ten

Hedayat, A

March 1973

AbstractA latin square is said to be self orthogonal if it is orthogonal to its own transpose. In th...

Construction of Classes of Experimental Designs Using Transversals in Latin Squares and Hedayat's Sum Composition Method

Federer, Walter T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

June 1970

33 pages, 1 article*Construction of Classes of Experimental Designs Using Transversals in Latin Squa...

Orthogonal-Cyclic Latin Squares of Orders 9, 15, 21, and 25

Federer, Walter T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

September 1984

14 pages, 1 article*Orthogonal-Cyclic Latin Squares of Orders 9, 15, 21, and 25* (Federer, Walter T....

A generalization of sum composition: Self orthogonal Latin square design with sub self orthogonal Latin square designs

Hedayat, A

March 1978

AbstractA generalization of the theory of sum composition of Latin square designs is given. Via this...

A Particular Set of Orthogonal Cyclic Latin Squares of Orders 21, 27, 33, 35, 39, 45, 51, 55, 57, 63, and 65

Federer, Walter T.
Berkowitz, Melissa S.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

February 1987

20 pages, 1 article*A Particular Set of Orthogonal Cyclic Latin Squares of Orders 21, 27, 33, 35, 39...

On the Equivalence of a Set of Mutually Orthogonal Latin Squares with Other Combinatorial Systems

Hedayat, A.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

October 1969

11 pages, 1 article*On the Equivalence of a Set of Mutually Orthogonal Latin Squares with Other Comb...

Latin squares orthogonal to their transposes

Mendelsohn, N.S

September 1971

AbstractThis paper shows how to construct a Latin square orthogonal to its transpose for every order...

On the Nonexistence of Orthogonal Latin Squares of Order Six

Federer, W. T.
Hedayat, A.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

September 1975

8 pages, 1 article*On the Nonexistence of Orthogonal Latin Squares of Order Six* (Federer, W. T.; He...

Some results on construction of orthogonal Latin squares by the method of sum composition

Ruiz, Felipe
Seiden, Esther

March 1974

AbstractA method of sum composition for construction of orthogona Latin squares was introduced by A....

A Decomposition of a Latin Square of Order 6 into F-Squares and Some Observations on Orthogonality in F-Squares

Federer, W. T.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

February 1975

12 pages, 1 article*A Decomposition of a Latin Square of Order 6 into F-Squares and Some Observation...

Experimental Designs and Combinatorial Systems Associated with Latin Squares and Sets of Mutually Orthogonal Latin Squares

Hedayat, A.
Shrikhande, S. S.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

January 1970

14 pages, 1 article*Experimental Designs and Combinatorial Systems Associated with Latin Squares and...

An Application of Sum Composition: A Self Orthogonal Latin Square of Order Ten

Abstract

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An Application of Sum Composition: A Self Orthogonal Latin Square of Order Ten

Abstract

Extracted data

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