H. Tong-Viet

发表

Finite groups have more conjugacy classes

B. Baumeister, Attila Mar'oti, H. Tong-Viet, 2015, 1503.04046.

Rank 3 permutation characters and maximal subgroups

H. Tong-Viet, 2009, 0912.0873.

2-parts of real class sizes

H. Tong-Viet, 2018, Algebra & Number Theory.

INFLUENCE OF STRONGLY CLOSED 2-SUBGROUPS ON THE STRUCTURE OF FINITE GROUPS

H. Tong-Viet, 2010, Glasgow Mathematical Journal.

(2016). Primitive permutation groups and derangements of prime power order.

Timothy C. Burness, H. Tong-Viet, 2017 .

Groups Satisfying the Two-Prime Hypothesis with a Composition Factor Isomorphic to PSL2(q) for q ⩾ 7

M. Lewis, H. Tong-Viet, Yanjun Liu, 2018, Czechoslovak Mathematical Journal.

Prime graphs of finite groups with a small number of triangles

H. Tong-Viet, 2013, Monatshefte für Mathematik.

Characterization of some simple groups by the multiplicity pattern

H. Tong-Viet, 2012, Monatshefte für Mathematik.

Orders of real elements in finite groups

H. Tong-Viet, 2020 .

Simple classical groups of Lie type are determined by their character degrees

H. Tong-Viet, 2011, 1105.4260.

Simple exceptional groups of Lie type are determined by their character degrees

H. Tong-Viet, 2011, 1102.4427.

Prime divisors of irreducible character degrees

H. Tong-Viet, 2015 .

Brauer characters of $q^\prime$- degree

M. Lewis, H. Tong-Viet, 2016, 1601.05373.

Finite Groups with K4-Free Prime Graphs

H. Tong-Viet, Z. Akhlaghi, 2015 .

Finite Groups with K4-Free Prime Graphs

H. Tong-Viet, Z. Akhlaghi, 2014, Algebras and Representation Theory.

Complex group algebras of the double covers of the symmetric and alternating groups

Hung Ngoc Nguyen, C. Bessenrodt, H. Tong-Viet, 2013, 1308.4388.

Primitive permutation groups and derangements of prime power order

Timothy C. Burness, H. Tong-Viet, 2014, 1410.5799.

Derangements in primitive permutation groups, with an application to character theory

Timothy C. Burness, H. Tong-Viet, 2014, 1403.7666.

Group Elements Whose Character Values are Roots of Unity

M. Lewis, Lucia Morotti, H. Tong-Viet, 2022, Vietnam Journal of Mathematics.

Proportions of vanishing elements in finite groups

Lucia Morotti, Hung P. Tong-Viet, Lucia Morotti, 2020, Israel Journal of Mathematics.

Finite groups whose prime graphs are regular

H. Tong-Viet, 2013, 1307.2175.

Prime graphs of finite groups with a small number of triangles

H. Tong-Viet, 2014 .

Groups whose prime graphs have no triangles

H. Tong-Viet, 2013, 1303.3457.

Huppert's Conjecture for Alternating groups

C. Bessenrodt, H. Tong-Viet, Jiping Zhang, 2015, 1502.03425.

Blocks of small defect in alternating groups and squares of Brauer character degrees

M. Lewis, H. Tong-Viet, James P. Cossey, 2017 .

Real class sizes

H. Tong-Viet, 2018, Israel Journal of Mathematics.

Real class sizes

H. Tong-Viet, 2018, Israel Journal of Mathematics.

On the number of irreducible real-valued characters of a finite group

A. A. Schaeffer Fry, H. Tong-Viet, C. R. Vinroot, 2019, Journal of Algebra.

On Huppert's conjecture for $F_4(2)$

T. Wakefield, H. Tong-Viet, 2012 .

On a generalization of M-group

H. Tong-Viet, J. Moori, Tung Le, 2012, 1206.5067.

Alternating and Sporadic Simple Groups are Determined by Their Character Degrees

H. Tong-Viet, 2012 .

Simple exceptional groups of Lie type are determined by their character degrees

H. Tong-Viet, 2011, Monatshefte für Mathematik.

The simple Ree groups F42(q2) are determined by the set of their character degrees

H. Tong-Viet, 2011, 1103.3937.

Characterizing Finite Quasisimple Groups by Their Complex Group Algebras

Hung Ngoc Nguyen, H. Tong-Viet, 2014 .

Characterizing Finite Quasisimple Groups by Their Complex Group Algebras

Hung Ngoc Nguyen, H. Tong-Viet, 2013, Algebras and Representation Theory.

Recognition of finite quasi-simple groups by the degrees of their irreducible representations

Hung Ngoc Nguyen, E. Robertson, C. Roney-Dougal, 2015 .

Symmetric groups are determined by their character degrees

H. Tong-Viet, 2011, 1103.3939.

ON HUPPERT’S CONJECTURE FOR THE CONWAY AND FISCHER FAMILIES OF SPORADIC SIMPLE GROUPS

T. Wakefield, H. Tong-Viet, S. H. Alavi, 2013, Journal of the Australian Mathematical Society.

On Huppert’s Conjecture for the Monster and Baby Monster

T. Wakefield, H. Tong-Viet, 2012 .

Huppert's Conjecture for $Fi_{23}$

T. Wakefield, H. Tong-Viet, S. H. Alavi, 2011 .

Projective special linear groups $PSL_4(q)$ are determined by the set of their character degrees

Hung Ngoc Nguyen, T. Wakefield, H. Tong-Viet, 2011, 1108.0010.

Odd-degree Rational Irreducible Characters

Pham Huu Tiep, Hung P. Tong-Viet, P. Tiep, 2021, Acta Mathematica Vietnamica.

Normal Restriction in Finite Groups

H. Tong-Viet, 2009, 0912.0869.

Groups with normal restriction property

H. Tong-Viet, 2009, 0912.0865.

Finite nonsolvable groups with many distinct character degrees

H. Tong-Viet, 2014 .

On Huppert’s Conjecture for 3D4(q), q ≥ 3

T. Wakefield, H. Tong-Viet, 2013 .

On Huppert’s Conjecture for 3D4(q), q ≥ 3

T. Wakefield, H. Tong-Viet, 2011, Algebras and Representation Theory.

Conjugacy classes of p-elements and normal p-complements

H. Tong-Viet, 2020, 2002.04443.

Groups with some arithmetic conditions on real class sizes

H. Tong-Viet, 2013, 1306.6369.

Groups with some arithmetic conditions on real class sizes

H. Tong-Viet, 2013, Acta Mathematica Hungarica.

Odd-degree Rational Irreducible Characters

P. Tiep, H. Tong-Viet, 2021, Acta Mathematica Vietnamica.

On Huppert’s conjecture for G2(q), q≥7

T. Wakefield, H. Tong-Viet, 2012 .

Finite groups with many values in a column of the character table

P. Tiep, H. Tong-Viet, 2017, Journal of Algebra and Its Applications.

Products of conjugacy classes in simple groups

H. Tong-Viet, J. Moori, 2011 .

Extremely closed subgroups and a variant on Glauberman's $Z^*$-theorem

H. Tong-Viet, 2024, 2404.06307.

Finite Groups whose real-valued irreducible characters have prime power degrees

H. Tong-Viet, Zachary Costanzo, 2022, Journal of Algebra.

Finite groups whose irreducible Brauer characters have prime power degrees

H. Tong-Viet, 2014 .

On the maximal overgroups of Sylow subgroups of finite groups

Timothy C. Burness, H. Tong-Viet, Robert M. Guralnick, 2024, Advances in Mathematics.

On the maximal overgroups of Sylow subgroups of finite groups

Timothy C. Burness, R. Guralnick, B. Baumeister, 2023, 2307.13976.