2010博士毕业 2006-2009 在University of Debrecen, Institute of Mathematics攻读博士学位 2006 数学专业本科毕业 2001-2006 在University of Debrecen, Institute of Mathematics 进行本科学习

2014-至今特聘教授 南京信息工程大学2010-2013助理教授 Dept. of Applied Mathematics and Probability Theory, University of Debrecen, Hungary (永久职位) 2012-2013 临时教授 Escuela Polit;cnica Nacional, Quito, Ecuador 2009-2010 助理讲师 Dept. of Applied Mathematics and Probability Theory, UႵ୔

Number Theory and Special Function Theory： 1. Mezo, I., Nonlinear Euler sums, Paci_c J. Math. (accepted for publication) 2. Mezo, I., Gompertz constant, Gregory coe_cients and a series of the logarithm function, J. Ana. Num. Theor. (accepted for publication)3. Mezo, I., On asymptotic estimations of the q-Pochhammer symbols at q = 1, Int. J. Appl. Math. 26(4) (2013), 511-514. 4. Mezo, I., Some in_nite sums arising from the Weierstrass Product Theorem, Appl. Math. Comput. 219 (2013), 9838-9846. 5. Mezo, I., The Primorial and the Riemann zeta function, Amer. Math.Monthly 120(4) (2013), p. 321. 6. Mezo, I., Duplication formulae involving Jacobi theta functions and Gosper's q-trigonometric functions, Proc. Amer. Math. Soc. 141(7) (2013), 2401-2410. 7. Mezo, I., A q-Raabe formula and an integral of the fourth Jacobi thetafunction, J. Number Th. 133(2) (2012), 692-702. 8. Mezo, I. and Dil, A., Hyperharmonic series involving Hurwitz zeta function, J. Number Th. 130(2) (2010), 360-369.Combinatorics： 9. Mezo, I., A kind of Eulerian numbers connected to Whitney numbers of Dowling lattices, Discrete Math. 328 (2014), 88-95. 10. Mez}o, I., Periodicity of the last digits of some combinatorial sequences, J. Integer Seq. 17 (2014), Article 14.1.1. 11. Mezo, I., Exponential generating function of hyperharmonic numbers indexed by arithmetic progressions, Cent. Eur. J. Math. 11(5) (2013),931-939. 12. Mezo, I., The Dual of Spivey's Bell Number Formula, J. Integer Seq.15(2) (2012), Article 12.2.4.13. Mezo, I., The r-Bell numbers, J. Integer Seq. 14(1) (2011), Article 11.1.1. 14. Mezo, I., A new formula for the Bernoulli polynomials, Result. Math.58(3) (2010), 329-335. 15. Gri_ths, M. and Mez}o, I., A generalization of Stirling numbers of the second kind via multisets, J. Integer Seq. 13(2) (2010), Article 10.2.5. 16. Mezo, I., Several generating functions for second-order recurrence sequences, J. Integer Seq. 12(3) (2009) Article 09.3.7. 17. Mezo, I., Analytic extension of hyperharmonic numbers, Online J. Anal.Comb. 4 (2009), Article 1. 18. Mezo, I. and Dil, A., Euler-Seidel method for certain combinatorial numbers and a new characterization of Fibonacci sequence, Cent. Eur.J. Math. 7(2) (2009), 310-321. 19. Dil, A. and Mezo, I., A Symmetric Algorithm for Hyperharmonic and Fibonacci Numbers, Appl. Math. Comput. 206 (2008), 942-951. 20. Mezo, I., On the maximum of r-Stirling numbers, Adv. Appl. Math.41(3) (2008), 293-306. 21. Mezo, I., New properties of r-Stirling series, Acta Math. Hungar.119(4) (2008), 341-358. 22. Mezo, I., About the non-integer property of hyperharmonic numbers,Annales Univ. Sci. Budapest. 50 (2007), 1-8. 23. Mezo, I., Some inequalities for hyperharmonic series, Advances in Inequalities for Special Functions, Nova Science Publishers, 2006, 121-125.Abstract Harmonic Analysis： 24. Mezo, I. and Nagy, K., Integrals of weighted maximal logarithmic kernels on bounded Vilenkin groups, Period. Math. Hung. 64(1) (2012),89-99. 25. Mezo, I. and Simon, P., Integrals of weighted maximal kernels with respect to Vilenkin systems, Publ. Math. Debrecen 71(1-2) (2007),57-65. 26. Mezo, I., Modulus of continuity and best approximation with respect to Vilenkin-like systems in some function spaces, Georgian Math. J. 13(2)(2006), 315-332. Physics： 27. Fenyvesi, A.; Valasty_an, I.; Mezo I.; Fenyvesi, E., Molecular dynamics simulation of radiation damage in beryllium I, in Editor: Dr. S_andor Zoletnik, Activity Report 2008, EURATOM Association - HAS, Hun-garian Academy of Sciences, Budapest. (2009) p. 30. 28. Fenyvesi, A.; Valasty_an, I.; Mezo, I.; Fenyvesi, E., Molecular dynamics simulation of radiation damage in beryllium, in Editor: Dr. S_andor Zoletnik, Activity Report 2009, EURATOM Association - HAS, Hungarian Academy of Sciences, Budapest. (2009) p. 26.Others： 29. Mezo, I., A class of dense subsets on the real line, Math. Gazette (to appear). Submitted manuscripts： 1. Bazs_o, A., Mezo, I., On the coe_cients of power sums of arithmetic progressions, submitted to Integers. Problem solutions and/or proposals in the American Mathematical Monthly： 1. An unpublished solution to the Problem 11519 in Amer. Math. Monthly 117 (2010): http://www.inf.unideb.hu/valseg/dolgozok/mezoistvan/Papers/Problem_11519.pdf 2. An unpublished solution to the Problem 11637 in Amer. Math. Monthly 119 (2012): http://www.inf.unideb.hu/valseg/dolgozok/mezoistvan/Papers/Problem_11637.pdf 3. Problem proposal on a logarithmic sum (reference number: 020826).4. Problem proposal on a harmonic sum (reference number: 020978). 5. Problem proposal on a logarithmic integral (reference number: 020979). Lecture notes： 1. Enumerative Combinatorics, Cuadernos de Matem_atica de la Escuela Polit_ecnica Nacional, No. 8. 2. Introductory Analytic Number Theory, Cuadernos de Matem_atica de la Escuela Polit_ecnica Nacional, No. 9.