John Bamberg

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Cheryl E PraegerEmer. Professor of Mathematics, University of Western AustraliaEmail verificata su uwa.edu.au
Tim PenttilaProfessor, Colorado State UniversityEmail verificata su math.colostate.edu
Michael GiudiciThe University of Western AustraliaEmail verificata su uwa.edu.au
Anton BettenKuwait UniversityEmail verificata su ku.edu.kw
Stephen GlasbyCenter for the Mathematics of Symmetry and Computation, University of Western AustraliaEmail verificata su uwa.edu.au
Ferdinand IhringerSouthern University of Science and Technology (SUSTech)Email verificata su sustech.edu.cn
Nicola DuranteProfessore di Matematica, Università di Napoli "Federico II"Email verificata su unina.it
Martin LiebeckProfessor of Pure Mathematics, Imperial College LondonEmail verificata su imperial.ac.uk
Anurag BishnoiAssistant Professor at TU DelftEmail verificata su tudelft.nl
Csaba SchneiderDepartamento de Matemática, Universidade Federal de Minas Gerais, Belo HorizonteEmail verificata su mat.ufmg.br
Luke MorganResearch Associate, The University of Western AustraliaEmail verificata su uwa.edu.au
Jeroen SchillewaertUniversity of AucklandEmail verificata su auckland.ac.nz
Qing XiangProfessor of Mathematics, University of DelawareEmail verificata su udel.edu
Alfred WassermannUniversity of BayreuthEmail verificata su uni-bayreuth.de
Thomas P. HayesAssociate Professor, Dept of Computer Science and Engineering, University at BuffaloEmail verificata su buffalo.edu
Harald HelfgottDirecteur de Recherches, Paris VI/VII; Humboldt Professor, Georg-August Universität GöttingenEmail verificata su math.univ-paris-diderot.fr
Seyed Hassan AlaviBu-Ali Sina UniversityEmail verificata su basu.ac.ir

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John Bamberg

University of Western Australia

Email verificata su uwa.edu.au

mathematics


Titolo Ordina per citazioni Ordina per anno Ordina per titolo	Citata da Citata da	Anno
Tight sets and m-ovoids of finite polar spaces J Bamberg, S Kelly, M Law, T Penttila Journal of Combinatorial Theory, Series A 114 (7), 1293-1314, 2007	113	2007
Tight sets and m-ovoids of generalised quadrangles J Bamberg, M Law, T Penttila Combinatorica 29, 1-17, 2009	68	2009
The crystallographic restriction, permutations, and Goldbach's conjecture J Bamberg, G Cairns, D Kilminster The American mathematical monthly 110 (3), 202-209, 2003	66	2003
Every flock generalized quadrangle has a hemisystem J Bamberg, M Giudici, GF Royle Bulletin of the London Mathematical Society 42 (5), 795-810, 2010	43	2010
Overgroups of cyclic Sylow subgroups of linear groups J Bamberg, T Penttila* Communications in Algebra® 36 (7), 2503-2543, 2008	42	2008
Finite permutation groups with a transitive minimal normal subgroup J Bamberg, CE Praeger Proceedings of the London Mathematical Society 89 (1), 71-103, 2004	35	2004
The classification of almost simple\tfrac {3} 2-transitive groups J Bamberg, M Giudici, M Liebeck, C Praeger, J Saxl Transactions of the American Mathematical Society 365 (8), 4257-4311, 2013	34	2013
FinInG–Finite Incidence Geometry J Bamberg, A Betten, P Cara, J De Beule, M Lavrauw, M Neunhöffer Version 1 (5), 2014	32	2014
Non-free points for groups generated by a pair of 2× 2 matrices J Bamberg Journal of the London Mathematical Society 62 (3), 795-801, 2000	28	2000
A new infinite family of hemisystems of the Hermitian surface J Bamberg, M Lee, K Momihara, Q Xiang Combinatorica 38, 43-66, 2018	26	2018
Generalised quadrangles with a group of automorphisms acting primitively on points and lines J Bamberg, M Giudici, J Morris, GF Royle, P Spiga Journal of Combinatorial Theory, Series A 119 (7), 1479-1499, 2012	23	2012
Point regular groups of automorphisms of generalised quadrangles J Bamberg, M Giudici Journal of Combinatorial Theory, Series A 118 (3), 1114-1128, 2011	20	2011
A classification of transitive ovoids, spreads, and m-systems of polar spaces J Bamberg, T Penttila De Gruyter 21 (2), 181-216, 2009	19	2009
Symplectic spreads S Ball, J Bamberg, M Lavrauw, T Penttila Designs Codes and Cryptography 32 (1-3), 9-14, 2004	18	2004
Unitals in the Desarguesian projective plane of order 16 J Bamberg, A Betten, CE Praeger, A Wassermann Journal of Statistical Planning and Inference 144, 110-122, 2014	17	2014
Hemisystems of small flock generalized quadrangles J Bamberg, M Giudici, GF Royle Designs, codes and cryptography 67, 137-157, 2013	17	2013
Generalized quadrangles and transitive pseudo‐hyperovals J Bamberg, SP Glasby, T Popiel, CE Praeger Journal of Combinatorial Designs 24 (4), 151-164, 2016	16	2016
Bounds on the diameter of Cayley graphs of the symmetric group J Bamberg, N Gill, TP Hayes, HA Helfgott, Á Seress, P Spiga Journal of Algebraic Combinatorics 40 (1), 1-22, 2014	14	2014
Weighted intriguing sets of finite generalised quadrangles J Bamberg, A Devillers, J Schillewaert Journal of algebraic combinatorics 36, 149-173, 2012	14	2012
Intriguing sets in partial quadrangles J Bamberg, F De Clerck, N Durante Journal of Combinatorial Designs 19 (3), 217-245, 2011	14	2011

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