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Curriculum vitae
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born: Debrecen, 21 May 1980
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primary school: Új Élet
Parki Primary School, Debrecen, 1986-1992
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secondary school: Mihály Fazekas
Grammar School, Debrecen, 1992-1998
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university studies:
mathematician, University of Debrecen, 1998-2003
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PhD scholarship: 2003-2006
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research fellow: 2006-2007
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assistant lecturer: 2007-2010
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assistant
professor: since 2010
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PhD degree: 2007
title of the thesis: Monogenity of algebraic number fields (in Hungarian)
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prizes:
2001: Kató Rényi Memory Prize, grade II
2003: Kató Rényi Memory Prize, grade I
2009: Géza Grünwald Memory Prize
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knowledge of languages:
English (intermediate)
German (elementary)
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reviewer of
Zentralblatt für Mathematik and
Mathematical Reviews
Publications
[1] I. Gaál and G. Nyul,
Computing all monogeneous mixed dihedral quartic extensions of a quadratic
field, Journal de Théorie des Nombres de Bordeaux 13 (2001), 137-142.
[2] G. Nyul, Power integral
bases in totally complex biquadratic number fields, Acta Academie
Paedagogicae Agriensis, Sectio Mathematicae 28 (2001), 79-86.
[3] G. Nyul, Non-monogenity of
multiquadratic number fields, Acta Mathematica et Informatica
Universitatis Ostraviensis 10 (2002), 85-93.
[4] G. Nyul, A divisibility problem of binomial coefficients,
Annales Universitatis Scientiarum Budapestinensis de Rolando Eötvös
nominatae, Sectio Mathematica 47 (2004), 115-121.
[5] I. Gaál and G. Nyul, Index
form equations in biquadratic fields: the p-adic case, Publicationes
Mathematicae Debrecen 68 (2006), 225-242.
[6] G. Nyul, Monogenity of algebraic number fields (in Hungarian), PhD thesis, University
of Debrecen, 2007.
[7] F. Luca and G. Nyul, On a divisibility problem related to binomial
coefficients, Journal of Combinatorics and Number Theory 1 (2009),
183-187.
[8] G. Nyul and B. Rauf, Upper bounds on van der Waerden type numbers
for some second order linear recurrence sequences, Annales Mathematicae
et Informaticae 38 (2011), 117-122.
[9] B. Nyul and G. Nyul, Functional equations for vector products and
quaternions, Aequationes Mathematicae, to appear.
Talks
[1] Power integral bases in
biquadratic number fields, The 15th Czech and Slovak International
Conference on Number Theory, 3-8 September 2001, Ostravice (Czech Republic).
[2] Index form equations in biquadratic number fields (in Hungarian),
Conference on Number Theory to the Memory of Péter Kiss, 22-23 November 2002, Eger.
[3] Index form equations in
biquadratic and multiquadratic number fields, Workshop on Computational
Number Therory, 20-24 October 2003, Debrecen.
[4] Divisibility of binomial coefficients (in Hungarian), Diophantine Day
in Sopron, 9 October 2004, Sopron.
[5] Power integral bases in composites of quadratic number fields (in
Hungarian), Cryptography and Diophantine Day in Nyíregyháza, 30 April
2005, Nyíregyháza.
[6] The field index of some families of number fields, The 17th Czech and
Slovak International Conference on Number Theory, 5-10 September 2005,
Malenovice (Czech Republic).
[7] Field index of algebraic number fields (in Hungarian), Diophantine and Cryptography
Days in Berekfürdő, 22 April 2006, Berekfürdő.
[8] A divisibility problem of binomial coefficients, The 18th Czech and
Slovak International Conference on Number Theory, 27-31 August 2007,
Smolenice (Slovakia).
[9] The solution of a divisibility problem related to binomial
coefficients (in Hungarian), Number Theory and Cryptography Days in Eger, 6 October 2007,
Eger.
[10] Ordered r-Bell numbers and r-Eulerian numbers (in Hungarian),
Diophantine and Cryptography Days in Sopron, 11 October 2008, Sopron.
[11] Field index of algebraic number fields, The 19th Czech and Slovak International
Conference on Number Theory, 31 August-4 September 2009, Hradec nad
Moravicí
(Czech Republic).
[12] Van der Waerden type numbers for linear recurrence sequences,
Number Theory and Its Applications, International Conference Dedicated
to Kálmán Győry, Attila Pethő, János Pintz and András Sárközy, 4-8
October 2010, Debrecen.
[13] Van der Waerden type numbers for linear recurrence sequences, Paul
Turán Memorial Conference, 22-26 August 2011, Budapest.
[14] Monogeneous dihedral quartic extensions of quadratic fields, The
20th Czech and
Slovak International Conference on Number Theory, 5-9 September 2011, Stará
Lesná (Slovakia). |
