Original research papers:

The covariance function of a stochastic process; Periodica Polytechnica 22 (1978), 85-89;

Sinai-billiard in potential field (Construction of stable and unstable fibers); Proc. of Coll. on Limit Theorems, North Holland, Ed. P. Revesz (1984), 1097-1145;

Sinai-billiard in potential field (Absolute continuity); Proc. of 3rd Pannonian Symp. on Math. Stat., Publishing House of the Hungarian Academy of Sciences, Eds. J. Mogyorody, I. Vincze, W. Wertz (1982), 341-351;

The ergodicity of the Sinai-billiard; Kaosz, Eds. P. Szepfalusy and T. Tel, Akademia Kiado (Publishing House of the Hungarian Academy of Sciences), Budapest, (1982), 479-502 (in Hungarian);

Sinai-billiard in potential field; Alkalmazott Matematiaki Lapok (Journal of Applied Mathematics) 9 (1983), 145-174 (in Hungarian);

Sinai-billiard in potential field (Ergodic components); Banach Center Publ., Vol. 23, PWN - Polish Scientific Publishers, Warsawa (1989), 313-326;

Probability Laws Visualized by Derive, Proc. of 10th Sefi-MWG European Seminar on Mathematics in Engineering Education, Ed. P. Kortesi (2000), 90-92;


Reproducing Kernel Hilbert Spaces, Budapest (1973), (M.Sc. dissertation in Hungarian);

Billiards in Potential Fields, Budapest (1982), (Ph.D. dissertation in Hungarian)


Introduction to Probability Theory, Tankonyvkiado (Textbook Publishing House), Budapest, 1981, (in Hungarian, 230 pages);

Elementary Measure and Probability Theory, Tankonyvkiado (Textbook Publishing House), Budapest, 1991, (in Hungarian, 587 pages);

Queuing Theory, Pro Renovanda Hungariae, Budapest,1994, (in English, 120 pages)

Queuing Theory (Revised Second Edition), Pro Renovanda Hungariae, Budapest, 2000, (in English, 130 pages);