On the Construction of F-Squares and Single Degree-of-Freedom Contrasts (Preliminary)

Sum-of-Squares Orthogonality and Complete Sets

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

November 2003

10 pages, 1 article*Sum-of-Squares Orthogonality and Complete Sets* (Federer, Walter T.) 10 page

Construction of Lattice Square Designs

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

June 1986

11 pages, 1 article*Construction of Lattice Square Designs* (Federer, Walter T.; Wright, Jill) 11 pa...

On the Existence and Construction of a Complete Set of Orthogonal F(4t;2t,2t)-Squares

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

July 1975

9 pages, 1 article*On the Existence and Construction of a Complete Set of Orthogonal F(4t;2t,2t)-Squ...

Construction of F-Squares Using Permutations with Property A

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

March 2003

6 pages, 1 article*Construction of F-Squares Using Permutations with Property A* (Federer, Walter T....

F-Squares, Repeated Measures, and Nearest Neighbor Design

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

September 1986

5 pages, 1 article*F-Squares, Repeated Measures, and Nearest Neighbor Design* (Federer, Walter T.) 5...

F-Square Geometries for s = p(m) Illustrated with s = 4, 8, and 9

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

September 1992

18 pages, 1 article*F-Square Geometries for s = p(m) Illustrated with s = 4, 8, and 9* (Federer, Wa...

Construction of Orthogonal F-Squares of Order n = qk

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

July 1975

6 pages, 1 article*Construction of Orthogonal F-Squares of Order n = qk* (Federer, W. T.) 6 page

Further Contributions to the Theory of F-Squares Design

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

August 1973

7 pages, 1 article*Further Contributions to the Theory of F-Squares Design* (Hedayat, A.; Raghavarao...

On the Construction of Complete Sets of F-Squares of Order n=2k, n=2(s)k, p(s), and n=4t with Latin Squares

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

May 2002

23 pages, 1 article*On the Construction of Complete Sets of F-Squares of Order n=2k, n=2(s)k, p(s), ...

F-Square Geometries for n = 3, 4, 5, and 6

Federer, W. T.
Lee, F. C.
Mandeli, J. P.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

August 1976

19 pages, 1 article*F-Square Geometries for n = 3, 4, 5, and 6* (Federer, W. T.; Lee, F. C.; Mandeli...

Complete Sets of F-Squares for Products of Prime Numbers

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

July 2000

11 pages, 1 article*Complete Sets of F-Squares for Products of Prime Numbers* (Federer, W. T.) 11 pa...

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...

On a Complete Set of Orthogonal F-Squares of Order 8 with a Mateless Latin Square

Federer, W. T.
Mandeli, J. P.
Schwager, S. J.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

September 1981

9 pages, 1 article*On a Complete Set of Orthogonal F-Squares of Order 8 with a Mateless Latin Square...

Incomplete Block and Lattice Rectangle Designs for v = 36 Using F-Square Theory

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

September 1984

15 pages, 1 article*Incomplete Block and Lattice Rectangle Designs for v = 36 Using F-Square Theory*...

Addendum to BU1500M: "Complete Set of F-Squares"

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

October 2000

13 pages, 1 article*Addendum to BU1500M: "Complete Set of F-Squares"* (Federer, Walter T.) 13 page

Sum-of-Squares Orthogonality and Complete Sets

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

November 2003

10 pages, 1 article*Sum-of-Squares Orthogonality and Complete Sets* (Federer, Walter T.) 10 page

Construction of Lattice Square Designs

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

June 1986

11 pages, 1 article*Construction of Lattice Square Designs* (Federer, Walter T.; Wright, Jill) 11 pa...

On the Existence and Construction of a Complete Set of Orthogonal F(4t;2t,2t)-Squares

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

July 1975

9 pages, 1 article*On the Existence and Construction of a Complete Set of Orthogonal F(4t;2t,2t)-Squ...

Construction of F-Squares Using Permutations with Property A

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

March 2003

6 pages, 1 article*Construction of F-Squares Using Permutations with Property A* (Federer, Walter T....

F-Squares, Repeated Measures, and Nearest Neighbor Design

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

September 1986

5 pages, 1 article*F-Squares, Repeated Measures, and Nearest Neighbor Design* (Federer, Walter T.) 5...

F-Square Geometries for s = p(m) Illustrated with s = 4, 8, and 9

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

September 1992

18 pages, 1 article*F-Square Geometries for s = p(m) Illustrated with s = 4, 8, and 9* (Federer, Wa...

Construction of Orthogonal F-Squares of Order n = qk

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

July 1975

6 pages, 1 article*Construction of Orthogonal F-Squares of Order n = qk* (Federer, W. T.) 6 page

Further Contributions to the Theory of F-Squares Design

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

August 1973

7 pages, 1 article*Further Contributions to the Theory of F-Squares Design* (Hedayat, A.; Raghavarao...

On the Construction of Complete Sets of F-Squares of Order n=2k, n=2(s)k, p(s), and n=4t with Latin Squares

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

May 2002

23 pages, 1 article*On the Construction of Complete Sets of F-Squares of Order n=2k, n=2(s)k, p(s), ...

F-Square Geometries for n = 3, 4, 5, and 6

Federer, W. T.
Lee, F. C.
Mandeli, J. P.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

August 1976

19 pages, 1 article*F-Square Geometries for n = 3, 4, 5, and 6* (Federer, W. T.; Lee, F. C.; Mandeli...

Complete Sets of F-Squares for Products of Prime Numbers

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

July 2000

11 pages, 1 article*Complete Sets of F-Squares for Products of Prime Numbers* (Federer, W. T.) 11 pa...

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...

On a Complete Set of Orthogonal F-Squares of Order 8 with a Mateless Latin Square

Federer, W. T.
Mandeli, J. P.
Schwager, S. J.
Cornell University. Biometrics Unit.
Cornell University. Dept. of Biometrics.
Cornell University. Dept. of Biological Statistics and Computational Biology.

September 1981

9 pages, 1 article*On a Complete Set of Orthogonal F-Squares of Order 8 with a Mateless Latin Square...

Incomplete Block and Lattice Rectangle Designs for v = 36 Using F-Square Theory

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

September 1984

15 pages, 1 article*Incomplete Block and Lattice Rectangle Designs for v = 36 Using F-Square Theory*...

Addendum to BU1500M: "Complete Set of F-Squares"

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

October 2000

13 pages, 1 article*Addendum to BU1500M: "Complete Set of F-Squares"* (Federer, Walter T.) 13 page

Sum-of-Squares Orthogonality and Complete Sets

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

November 2003

10 pages, 1 article*Sum-of-Squares Orthogonality and Complete Sets* (Federer, Walter T.) 10 page

Construction of Lattice Square Designs

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

June 1986

11 pages, 1 article*Construction of Lattice Square Designs* (Federer, Walter T.; Wright, Jill) 11 pa...

On the Existence and Construction of a Complete Set of Orthogonal F(4t;2t,2t)-Squares

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

July 1975

9 pages, 1 article*On the Existence and Construction of a Complete Set of Orthogonal F(4t;2t,2t)-Squ...

On the Construction of F-Squares and Single Degree-of-Freedom Contrasts (Preliminary)

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On the Construction of F-Squares and Single Degree-of-Freedom Contrasts (Preliminary)

Abstract

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