Publications and preprints



5. Some questions on the representations of finite groups (phd thesis)



4. Csoportelmélet.
(With Erzsébet Lukács)
Hungarian lecture notes .



4. The depth of maximal subgroups of Ree groups.
(With László Héthelyi and Erzsébet Horváth)
preprint .



3. The depth of subgroups of Suzuki groups.
(With László Héthelyi and Erzsébet Horváth)
COMMUNICATIONS IN ALGEBRA, Vol 43, No. 10 (2015), 4553-4569.



2. Comparing estimates on the number of zeros of irreducible characters in symmetric groups.
SÉMINAIRE LOTHARINGIEN DE COMBINATOIRE, Vol 72, B72c (2015), 16. p., (electronic only) .



1. Character expansiveness in finite groups.
(With Zoltán Halasi and Attila Maróti)
INTERNATIONAL JOURNAL OF GROUP THEORY, Vol 2, No. 2 (2013), 9-17.

Programs

Help programs to determine d(NG(P),G) Mathematica programs Running screen [4],[5]
Smallest examples, where one of the estimates is better than the other Gap programs Running screen [2],[5]
On which irreducible characters of Sn is Gallagher's estimate for the number of vanishing elements more than 1 Gap programs Running screen [2],[5]
If 16 < n < 1216, then there are at least 4 primes in the (2n, 3n] inteval Gap programs Running screen [2],[5]
Vanishing properties in Suzuki groups Mathematica programs Running screen [5]
Vanishing properties in Ree groups Mathematica programs Running screen [5]
Suzuki groups are expansive Mathematica programs Running screen [5]
Ree groups are expansive Mathematica programs Running screen [5]