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Oates-Williams, Sheila

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Author ID: oates-williams.sheila Recent zbMATH articles by "Oates-Williams, Sheila"
Published as: Oates-Williams, Sheila; Oates-Williams, S.
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Publications by Year

Citations contained in zbMATH Open

15 Publications have been cited 58 times in 50 Documents Cited by Year
On the variety generated by Murskiĭ’s algebra. Zbl 0542.08004
Oates-Williams, Sheila
11
1984
On almost primitive elements of free groups with an application to Fuchsian groups. Zbl 0783.20014
Brunner, A. M.; Burns, R. G.; Oates-Williams, Sheila
9
1993
On the distance between distinct group Latin squares. Zbl 0912.05021
Donovan, Diane; Oates-Williams, Sheila; Praeger, Cheryl E.
7
1997
Locally compact groups with every closed subgroup of finite index. Zbl 0729.22006
Morris, Sidney A.; Oates-Williams, Sheila; Thompson, H. B.
6
1990
A characterization of the topological group of p-adic integers. Zbl 0614.22001
Morris, Sidney A.; Oates-Williams, Sheila
5
1987
Single laws for sloops and squags. Zbl 0745.20060
Donovan, Diane; Oates-Williams, Sheila
4
1991
Murskii’s algebra does not satisfy min. Zbl 0487.08008
Oates-Williams, Sheila
3
1980
Constructing identities for finite quasigroups. Zbl 0803.20050
Bryant, Darryn E.; Oates-Williams, Sheila
2
1994
The quasigroup variety arising from a 2-perfect 6-cycle system of order 13. Zbl 0757.20021
Gower, Rebecca A. H.; Oates-Williams, Sheila; Donovan, Diane; Billington, Elizabeth J.
2
1991
Graphs and universal algebras. Zbl 0468.05068
Oates-Williams, Sheila
2
1981
Locally compact groups with closed subgroups open and \(p\)-adic. Zbl 0844.22013
Hofmann, Karl H.; Morris, Sidney A.; Oates-Williams, Sheila; Obraztsov, V. N.
2
1995
Balanced binary arrays III: The hexagonal grid. Zbl 0436.05014
Oates-Williams, Sheila; Street, Anne Penfold
2
1979
A note on small 2-perfect \(m\)-cycle systems, \(m=6\) and \(8\). Zbl 0803.05033
Oates-Williams, Sheila; Vaughan-Lee, M. R.
1
1993
Varieties of groups and normal-subgroup lattices – a survey. Zbl 0815.20016
Burns, R. G.; Oates-Williams, S.
1
1994
Ramsey varieties of finite groups. Zbl 0682.20017
Oates-Williams, Sheila
1
1988
On the distance between distinct group Latin squares. Zbl 0912.05021
Donovan, Diane; Oates-Williams, Sheila; Praeger, Cheryl E.
7
1997
Locally compact groups with closed subgroups open and \(p\)-adic. Zbl 0844.22013
Hofmann, Karl H.; Morris, Sidney A.; Oates-Williams, Sheila; Obraztsov, V. N.
2
1995
Constructing identities for finite quasigroups. Zbl 0803.20050
Bryant, Darryn E.; Oates-Williams, Sheila
2
1994
Varieties of groups and normal-subgroup lattices – a survey. Zbl 0815.20016
Burns, R. G.; Oates-Williams, S.
1
1994
On almost primitive elements of free groups with an application to Fuchsian groups. Zbl 0783.20014
Brunner, A. M.; Burns, R. G.; Oates-Williams, Sheila
9
1993
A note on small 2-perfect \(m\)-cycle systems, \(m=6\) and \(8\). Zbl 0803.05033
Oates-Williams, Sheila; Vaughan-Lee, M. R.
1
1993
Single laws for sloops and squags. Zbl 0745.20060
Donovan, Diane; Oates-Williams, Sheila
4
1991
The quasigroup variety arising from a 2-perfect 6-cycle system of order 13. Zbl 0757.20021
Gower, Rebecca A. H.; Oates-Williams, Sheila; Donovan, Diane; Billington, Elizabeth J.
2
1991
Locally compact groups with every closed subgroup of finite index. Zbl 0729.22006
Morris, Sidney A.; Oates-Williams, Sheila; Thompson, H. B.
6
1990
Ramsey varieties of finite groups. Zbl 0682.20017
Oates-Williams, Sheila
1
1988
A characterization of the topological group of p-adic integers. Zbl 0614.22001
Morris, Sidney A.; Oates-Williams, Sheila
5
1987
On the variety generated by Murskiĭ’s algebra. Zbl 0542.08004
Oates-Williams, Sheila
11
1984
Graphs and universal algebras. Zbl 0468.05068
Oates-Williams, Sheila
2
1981
Murskii’s algebra does not satisfy min. Zbl 0487.08008
Oates-Williams, Sheila
3
1980
Balanced binary arrays III: The hexagonal grid. Zbl 0436.05014
Oates-Williams, Sheila; Street, Anne Penfold
2
1979

Citations by Year