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Author ID: morgan.luke Recent zbMATH articles by "Morgan, Luke"
Published as: Morgan, Luke
External Links: MGP
Documents Indexed: 25 Publications since 2014, including 1 Additional arXiv Preprint
Co-Authors: 23 Co-Authors with 24 Joint Publications
620 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

18 Publications have been cited 70 times in 48 Documents Cited by Year
A class of semiprimitive groups that are graph-restrictive. Zbl 1320.05058
Giudici, Michael; Morgan, Luke
10
2014
Elusive groups of automorphisms of digraphs of small valency. Zbl 1307.05083
Giudici, Michael; Morgan, Luke; Potočnik, Primož; Verret, Gabriel
8
2015
On locally semiprimitive graphs and a theorem of Weiss. Zbl 1316.05060
Giudici, Michael; Morgan, Luke
8
2015
A theory of semiprimitive groups. Zbl 1437.20002
Giudici, Michael; Morgan, Luke
7
2018
Maximal linear groups induced on the Frattini quotient of a \(p\)-group. Zbl 1468.20044
Bamberg, John; Glasby, S. P.; Morgan, Luke; Niemeyer, Alice C.
4
2018
On 2-arc-transitive graphs of order \(kp^{n}\). Zbl 1329.05148
Morgan, Luke; Swartz, Eric; Verret, Gabriel
4
2016
Generalised polygons admitting a point-primitive almost simple group of Suzuki or Ree type. Zbl 1335.51007
Morgan, Luke; Popiel, Tomasz
4
2016
On the order of Borel subgroups of group amalgams and an application to locally-transitive graphs. Zbl 1339.20002
Morgan, Luke; Spiga, Pablo; Verret, Gabriel
4
2015
A characterisation of weakly locally projective amalgams related to \(A_{16}\) and the sporadic simple groups \(M_{24}\) and \(He\). Zbl 1350.20004
Giudici, Michael; Ivanov, A. A.; Morgan, Luke; Praeger, Cheryl E.
4
2016
A note on the probability of generating alternating or symmetric groups. Zbl 1334.20001
Morgan, Luke; Roney-Dougal, Colva M.
3
2015
Digraphs with small automorphism groups that are Cayley on two nonisomorphic groups. Zbl 1441.05105
Morgan, Luke; Morris, Joy; Verret, Gabriel
3
2020
Characterising CCA Sylow cyclic groups whose order is not divisible by four. Zbl 1391.05130
Morgan, Luke; Morris, Joy; Verret, Gabriel
3
2018
The distinguishing number of quasiprimitive and semiprimitive groups. Zbl 1515.20025
Devillers, Alice; Morgan, Luke; Harper, Scott
3
2019
Vertex-transitive graphs with local action the symmetric group on ordered pairs. Zbl 1516.20010
Morgan, Luke
1
2023
Generalised shuffle groups. Zbl 07436562
Amarra, Carmen; Morgan, Luke; Praeger, Cheryl E.
1
2021
A finite simple group is CCA if and only if it has no element of order four. Zbl 1499.20029
Morgan, Luke; Morris, Joy; Verret, Gabriel
1
2021
Bounds for finite semiprimitive permutation groups: order, base size, and minimal degree. Zbl 1508.20004
Morgan, Luke; Praeger, Cheryl E.; Rosa, Kyle
1
2020
On \(p\)-groups with automorphism groups related to the Chevalley group \(G_2(p)\). Zbl 1484.20016
Bamberg, John; Freedman, Saul D.; Morgan, Luke
1
2020
Vertex-transitive graphs with local action the symmetric group on ordered pairs. Zbl 1516.20010
Morgan, Luke
1
2023
Generalised shuffle groups. Zbl 07436562
Amarra, Carmen; Morgan, Luke; Praeger, Cheryl E.
1
2021
A finite simple group is CCA if and only if it has no element of order four. Zbl 1499.20029
Morgan, Luke; Morris, Joy; Verret, Gabriel
1
2021
Digraphs with small automorphism groups that are Cayley on two nonisomorphic groups. Zbl 1441.05105
Morgan, Luke; Morris, Joy; Verret, Gabriel
3
2020
Bounds for finite semiprimitive permutation groups: order, base size, and minimal degree. Zbl 1508.20004
Morgan, Luke; Praeger, Cheryl E.; Rosa, Kyle
1
2020
On \(p\)-groups with automorphism groups related to the Chevalley group \(G_2(p)\). Zbl 1484.20016
Bamberg, John; Freedman, Saul D.; Morgan, Luke
1
2020
The distinguishing number of quasiprimitive and semiprimitive groups. Zbl 1515.20025
Devillers, Alice; Morgan, Luke; Harper, Scott
3
2019
A theory of semiprimitive groups. Zbl 1437.20002
Giudici, Michael; Morgan, Luke
7
2018
Maximal linear groups induced on the Frattini quotient of a \(p\)-group. Zbl 1468.20044
Bamberg, John; Glasby, S. P.; Morgan, Luke; Niemeyer, Alice C.
4
2018
Characterising CCA Sylow cyclic groups whose order is not divisible by four. Zbl 1391.05130
Morgan, Luke; Morris, Joy; Verret, Gabriel
3
2018
On 2-arc-transitive graphs of order \(kp^{n}\). Zbl 1329.05148
Morgan, Luke; Swartz, Eric; Verret, Gabriel
4
2016
Generalised polygons admitting a point-primitive almost simple group of Suzuki or Ree type. Zbl 1335.51007
Morgan, Luke; Popiel, Tomasz
4
2016
A characterisation of weakly locally projective amalgams related to \(A_{16}\) and the sporadic simple groups \(M_{24}\) and \(He\). Zbl 1350.20004
Giudici, Michael; Ivanov, A. A.; Morgan, Luke; Praeger, Cheryl E.
4
2016
Elusive groups of automorphisms of digraphs of small valency. Zbl 1307.05083
Giudici, Michael; Morgan, Luke; Potočnik, Primož; Verret, Gabriel
8
2015
On locally semiprimitive graphs and a theorem of Weiss. Zbl 1316.05060
Giudici, Michael; Morgan, Luke
8
2015
On the order of Borel subgroups of group amalgams and an application to locally-transitive graphs. Zbl 1339.20002
Morgan, Luke; Spiga, Pablo; Verret, Gabriel
4
2015
A note on the probability of generating alternating or symmetric groups. Zbl 1334.20001
Morgan, Luke; Roney-Dougal, Colva M.
3
2015
A class of semiprimitive groups that are graph-restrictive. Zbl 1320.05058
Giudici, Michael; Morgan, Luke
10
2014

Citations by Year