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Galati, John C.

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Author ID: galati.john-c Recent zbMATH articles by "Galati, John C."
Published as: Galati, J. C.; Galati, John; Galati, John C.
Documents Indexed: 8 Publications since 2003

Publications by Year

Citations contained in zbMATH

6 Publications have been cited 35 times in 34 Documents Cited by Year
What is meant by “missing at random”? Zbl 1331.62036
Seaman, Shaun; Galati, John; Jackson, Dan; Carlin, John
18
2013
A group extensions approach to relative difference sets. Zbl 1045.05021
Galati, John C.
6
2004
A coalgebraic view of Heyting duality. Zbl 1037.06008
Davey, Brian A.; Galati, John C.
6
2003
A group extensions approach to affine relative difference sets of even order. Zbl 1085.05020
Galati, John C.
2
2006
Relative difference sets in semidirect products with an amalgamated subgroup. Zbl 1067.05013
Galati, John C.; LeBel, Alain C.
2
2005
Application of Gaschütz’ theorem to relative difference sets in non-abelian groups. Zbl 1027.05011
Galati, John C.
1
2003
What is meant by “missing at random”? Zbl 1331.62036
Seaman, Shaun; Galati, John; Jackson, Dan; Carlin, John
18
2013
A group extensions approach to affine relative difference sets of even order. Zbl 1085.05020
Galati, John C.
2
2006
Relative difference sets in semidirect products with an amalgamated subgroup. Zbl 1067.05013
Galati, John C.; LeBel, Alain C.
2
2005
A group extensions approach to relative difference sets. Zbl 1045.05021
Galati, John C.
6
2004
A coalgebraic view of Heyting duality. Zbl 1037.06008
Davey, Brian A.; Galati, John C.
6
2003
Application of Gaschütz’ theorem to relative difference sets in non-abelian groups. Zbl 1027.05011
Galati, John C.
1
2003

Citations by Year