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Curriculum vitae
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born: Miskolc, 6 May 1976
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secondary school: Mihály Váci
Grammar School, Encs, 1990-1994
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university studies:
mathematician, Lajos Kossuth University, 1994-1999
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PhD
scholarship: 1999-2002
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research
fellow: 2002-2006
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assistant
lecturer: since 2006
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PhD degree:
2005
title of the thesis: Diophantine results connected with binomial
coefficients and power sums (in Hungarian)
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prizes:
1999:
Kató Rényi Memory Prize
2006: Géza Grünwald Memory Prize
Publications
[1] Cs. Rakaczki, Binomial
coefficients in arithmetic progressions, Publ. Math. Debrecen, 57 (2000),
547-558.
[2] Cs. Rakaczki, On the diophantine equation
x(x-1)…(x-(m-1))=λy(y-1)…(y-(n-1))+k, Acta Arith., 110 (2003), 339-360.
[3] Cs. Rakaczki and Á. Száz, Semicontinuity and closedness properties of
relations in relator spaces, Mathematica (Cluj)-Tome, 45(68) (2003), 73-92.
[4] Cs. Rakaczki, On the diophantine equation
F(x\choose n)=b(y\choose m), Periodica Math. Hung., 49
(2004), 119-132.
[5] Cs. Rakaczki, On the diophantine equation Sm(x)=g(y), Publ.
Math. Debrecen, 65 (2004), 439-460.
[6] Rakaczki Cs.,
Diophantine results
connected with binomial coefficients and power sums (in Hungarian),
PhD thesis, University of Debrecen, 2005.
[7] Á. Pintér and Cs. Rakaczki, On the zeros of shifted Bernoulli
polynomials, Appl. Math. and Comput., 187 (2007), 379-383.
[8] Cs. Rakaczki, On some diophantine results related to Euler
polynomials, Periodica Math. Hungar., submitted.
[9] Cs. Rakaczki, On some diophantine results related to Hermite
polynomials, Acta Arith., submitted.
Talks
[1] On some combinatorial
diophantine equations, 14th Czech and Slovak International Conference on
Number Theory, Liptovský Ján, 6-10 September 1999.
[2] On some diophantine equations connected with binomial coefficients,
Colloquium on Number Theory in honor of the 60th birthday of Professors
Kálmán Győry and András Sárközy, Debrecen, 2-7 July 2000.
[3] Some diophantine equations related to binomial coefficients, 15th Czech
and Slovak International Conference on Number Theory, Ostravice, 3-8
September 2001.
[4] On the diophantine equation x(x-1)…(x-(m-1))=λy(y-1)…(y-(n-1))+k,
Explicit Algebraic Number Theory: NWO-OTKA workshop, Leiden, 27
September-2 October 2002.
[5] On combinatorial diophantine equations (in Hungarian), Conference on Number Theory to the Memory of
Péter Kiss, Eger, 22-23 November 2002.
[6] On the diophantine equation
F(x\choose n)=b(y\choose m), 16th Czech and Slovak Number Theory
Conference, Bratislava, 30 June-4 July 2003.
[7] On the diophantine equation
F(x\choose n)=b(y\choose m), Diophantine Approximation:
NWO-OTKA workshop, Leiden, 28 July-2 August 2003.
[8]
Diophantine results
connected with binomial coefficients and power sums (in Hungarian),
Diophantine Day in Sopron, Sopron, 9 October 2004.
[9] On diophantine equations related to Bernoulli polynomials, XXIVes
Journées Arithmétiques, Marseille, 4-8 July 2005.
[10] Power sums in polynomials (in Hungarian), Diophantine and
Cryptography Days in Berekfürdő, Berekfürdő, 21-23 April 2006.
[11] The structure of roots of a family of orthogonal polynomials and its
translates (in Hungarian), Number Theory and Cryptography Days in Eger,
Eger, 5-7 October 2007. |
