×

zbMATH — the first resource for mathematics

Kohl, Timothy

Compute Distance To:
Author ID: kohl.timothy Recent zbMATH articles by "Kohl, Timothy"
Published as: Kohl, T.; Kohl, Timothy
Documents Indexed: 17 Publications since 1992

Publications by Year

Citations contained in zbMATH

8 Publications have been cited 48 times in 36 Documents Cited by Year
Classification of the Hopf Galois structures on prime power radical extensions. Zbl 0953.12003
Kohl, Timothy
19
1998
Multiple holomorphs of dihedral and quaternionic groups. Zbl 1342.20001
Kohl, Timothy
7
2015
Groups of order \(4p\), twisted wreath products and Hopf-Galois theory. Zbl 1129.16031
Kohl, Timothy
7
2007
Regular permutation groups of order \(mp\) and Hopf Galois structures. Zbl 1286.12002
Kohl, Timothy
5
2013
Hopf-Galois structures arising from groups with unique subgroup of order \(p\). Zbl 1341.20002
Kohl, Timothy
4
2016
Computation of several cyclotomic Swan subgroups. Zbl 0998.11064
Kohl, Timothy; Replogle, Daniel R.
3
2002
Group rings and Hopf-Galois theory in Maple. Zbl 0828.16045
Kohl, Timothy
2
1994
Normality and short exact sequences of Hopf-Galois structures. Zbl 1430.16034
Koch, Alan; Kohl, Timothy; Truman, Paul J.; Underwood, Robert
1
2019
Normality and short exact sequences of Hopf-Galois structures. Zbl 1430.16034
Koch, Alan; Kohl, Timothy; Truman, Paul J.; Underwood, Robert
1
2019
Hopf-Galois structures arising from groups with unique subgroup of order \(p\). Zbl 1341.20002
Kohl, Timothy
4
2016
Multiple holomorphs of dihedral and quaternionic groups. Zbl 1342.20001
Kohl, Timothy
7
2015
Regular permutation groups of order \(mp\) and Hopf Galois structures. Zbl 1286.12002
Kohl, Timothy
5
2013
Groups of order \(4p\), twisted wreath products and Hopf-Galois theory. Zbl 1129.16031
Kohl, Timothy
7
2007
Computation of several cyclotomic Swan subgroups. Zbl 0998.11064
Kohl, Timothy; Replogle, Daniel R.
3
2002
Classification of the Hopf Galois structures on prime power radical extensions. Zbl 0953.12003
Kohl, Timothy
19
1998
Group rings and Hopf-Galois theory in Maple. Zbl 0828.16045
Kohl, Timothy
2
1994

Citations by Year