Groups whose prime graphs have no triangles HP Tong-Viet
Journal of Algebra 378, 196-206, 2013
39 2013 Simple classical groups of Lie type are determined by their character degrees HP Tong-Viet
Journal of Algebra 357, 61-68, 2012
30 2012 Alternating and sporadic simple groups are determined by their character degrees HP Tong-Viet
Algebras and representation theory 15 (2), 379-389, 2012
24 2012 Character degree sums in finite nonsolvable groups K Magaard, HP Tong-Viet
Walter de Gruyter GmbH & Co. KG 14 (1), 53-57, 2011
23 2011 Symmetric groups are determined by their character degrees HP Tong-Viet
Journal of Algebra 334 (1), 275-284, 2011
22 2011 Finite groups have more conjugacy classes B Baumeister, A Maróti, HP Tong-Viet
Forum Mathematicum 29 (2), 259-275, 2017
21 2017 Finite groups whose prime graphs are regular HP Tong-Viet
Journal of Algebra 397, 18-31, 2014
21 2014 Complex group algebras of the double covers of the symmetric and alternating groups C Bessenrodt, H Nguyen, J Olsson, H Tong-Viet
Algebra & Number Theory 9 (3), 601-628, 2015
20 2015 Huppert's Conjecture for alternating groups C Bessenrodt, HP Tong-Viet, J Zhang
Journal of Algebra 470, 353-378, 2017
17 2017 On Huppert’s conjecture for the Conway and Fischer families of sporadic simple groups SH Alavi, A Daneshkhah, HP Tong-Viet, TP Wakefield
Journal of the Australian Mathematical Society 94 (3), 289-303, 2013
17 2013 On Huppert’s conjecture for G2 (q), q≥ 7 HP Tong-Viet, TP Wakefield
Journal of Pure and Applied Algebra 216 (12), 2720-2729, 2012
17 2012 Huppert’s conjecture for SH Alavi, A Daneshkah, HP Tong-Viet, TP Wakefield
Rendiconti del Seminario Matematico della Università di Padova 126, 201-211, 2011
17 2011 Derangements in primitive permutation groups, with an application to character theory TC Burness, HP Tong-Viet
The Quarterly Journal of Mathematics 66 (1), 63-96, 2015
16 2015 Simple exceptional groups of Lie type are determined by their character degrees HP Tong-Viet
Monatshefte für Mathematik 166 (3), 559-577, 2012
16 2012 PROJECTIVE SPECIAL LINEAR GROUPS PSL4 (q) ARE DETERMINED BY THE SET OF THEIR CHARACTER DEGREES HN Nguyen, HP Tong-Viet, TP Wakefield
Journal of Algebra and Its Applications 11 (06), 1250108, 2012
15 2012 On Huppert’s conjecture for the Monster and Baby Monster HP Tong-Viet, TP Wakefield
Monatshefte für Mathematik 167 (3), 589-600, 2012
14 2012 Characterizing finite quasisimple groups by their complex group algebras HN Nguyen, HP Tong-Viet
Algebras and Representation Theory 17 (1), 305-320, 2014
12 2014 The simple Ree groups F42 (q2) are determined by the set of their character degrees HP Tong-Viet
Journal of Algebra 339 (1), 357-369, 2011
12 2011 Blocks of small defect in alternating groups and squares of Brauer character degrees X Chen, JP Cossey, ML Lewis, HP Tong-Viet
Journal of Group Theory 20 (6), 1155-1173, 2017
11 2017 On groups with large character degree sums HP Tong-Viet
Archiv der Mathematik 99 (5), 401-405, 2012
11 2012