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\centerline{List of publications of Endre Cs\'aki}
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\item{[1]} Cs\'aki, E.: On two modifications of the Wilcoxon test.
{\sl Publ. Math. Inst. Hung. Acad. Sci.} {\bf 4} (1959), 313--319.
\item{[2]} Cs\'aki, E. and Vincze, I.: On some problems connected 
with the Galton test. {\sl Publ. Math. Inst. Hung. Acad. Sci.} {\bf 6} 
(1961), 97--109.
\item{[3]} Cs\'aki, E.: On the number of intersections in the 
one--dimensional random walk. {\sl Publ. Math. Inst. Hung. Acad. Sci.} 
{\bf 6} (1961), 281--286.
\item{[4]} Cs\'aki, E. and N{\'e}meth, E.: Methods of mathematical
statistics for evaluating electric breakdown measuring series. 
{\sl Periodica Polyt. Electr. Eng.} {\bf 7} (1963), 9--35.
\item{[5]} Cs\'aki, E. and Vincze, I.: On some combinatorial relations
concerning the symmetric random walk. {\sl Acta Sci. Math. (Szeged)}
{\bf 24} (1963), 231--235.
\item{[6]} Cs\'aki, E. and Vincze, I.: Two joint distribution laws 
in the theory of order statistics. {\sl Mathematica (Cluj)} {\bf 5}
(1963), 27--37.
\item{[7]} Cs\'aki, E. and Vincze, I.: On some distributions connected
with the arcsine law. {\sl Publ. Math. Inst. Hung. Acad. Sci.} {\bf 8} 
(1963), 281--291.
\item{[8]} Cs\'aki, E., Balogh, A. and Sarkadi, K.: Statistical 
methods of reliability. (In Hungarian.) {\sl Hirad\'as\-tech\-ni\-ka}
{\bf 15} (1964), 332--339.
\item{[9]} Cs\'aki, E.: Nonparametric methods. {\sl Publ. Inst.
Autom. Hung. Acad. Sci.} {\bf 11} (1965), 188--202.
\item{[10]} Cs\'aki, E.: On the statistical problems of life tests of
electrical components. {\sl Wissl. Zeit\-schrift der Humboldt Univ.}
{\bf 16} (1967), 6--8.
\item{[11]} Cs\'aki, E.: An iterated logarithm law for semimartingales 
and its application to empirical distribution function. {\sl Studia Sci. 
Math. Hungar.} {\bf 3} (1968), 287--292.
\item{[12]} Cs\'aki, E.: On the number of intersections between two
empirical distribution functions. In: {\sl Studies in Math. Statist.}
Publ House Acad. Sci. Hungar., Budapest, 1968, pp. 27--32.
\item{[13]} Cs\'aki, E. and  Tusn\'ady, G.: On the number of 
intersections and the ballot theorem. {\sl Periodica Math. Hungar.}
{\bf 2} (1972), 5--13.
\item{[14]} Cs\'aki, E.: Some notes on the law of the iterated
logarithm for empirical distribution function {\sl Colloquia Math. Soc. 
J. Bolyai} {\bf 11} (1974), 47--58.
\item{[15]} Cs\'aki, E.: Investigations concerning the empirical
distribution function. (In Hungarian.) {\sl Magyar Tud. Akad. Mat. Fiz. 
Oszt. K\"ozl.} {\bf 22} (1977), 239--327. Translation: {Selected Transl. 
Math. Statist. Probab.} {\bf 15} (1981), 229--317.
\item{[16]} Cs\'aki, E. and Vincze, I.: A lemma on real functions and its
application in the nonparametric theory. In: {\sl Proc. Symp. to honour 
J. Neyman}, Warsaw, 1977, pp. 71--80.
\item{[17]} Cs\'aki, E.: The law of the iterated logarithm for 
normalized empirical distribution function. {\sl Z. Wahrscheinlichkeitstheorie
verw. Gebiete} {\bf 38} (1977), 147--167.
\item{[18]} Cs\'aki, E. and Vincze, I.: On modified forms of Pearson's
chi square. In: {\sl Proc. ISI Conference, Delhi}, 1977,  pp. 669--672.
\item{[19]} Cs\'aki, E.: On some distributions concerning maximum and
minimum of a Wiener process. {\sl Colloquia Math. Soc. J. Bolyai} {\bf 
21} (1977), 43--52.
\item{[20]} Cs\'aki, E.: On the lower limits of maxima and minima of
Wiener process and partial sums. {\sl Z. Wahrscheinlichkeitstheorie 
verw. Gebiete} {\bf 43} (1978), 205--221.
\item{[21]} Cs\'aki, E. and Vincze, I.: On the limiting distribution laws
of statistics analogous to Pearson's chi--square. {\sl Math. 
Operationsforsch. Statist. Ser. Statistics} {\bf 9} (1978), 531--548. 
\item{[22]} Cs\'aki, E. and R\'ev\'esz, P.: How big must be the
increments of a Wiener process? {\sl Acta Math. Acad. Sci. Hungar.}
{\bf 33} (1979), 37--49.
\item{[23]} Cs\'aki, E. and F\"oldes, A.: On the first empty cell. 
{\sl Studia Sci. Math. Hungar.} {\bf 11} (1976), 373--382.
\item{[24]} Cs\'aki, E. and Mohanty, S.G.: Excursion and meander in
random walk. {\sl Canad. J. Statist.} {\bf 9} (1981), 57--70. 
\item{[25]} Cs\'aki, E.: A relation between Chung's and Strassen's
laws of the iterated logarithm. {\sl Z. Wahrscheinlichkeitstheorie verw.
Gebiete} {\bf 54} (1980), 287--301. 
\item{[26]} Cs\'aki, E.: Iterated logarithm laws for the square
integral of a Wiener process. {\sl Lecture Notes in Statist.} Springer, 
New York, 1981, pp. 42--53.
\item{[27]} Cs\'aki, E.: On the standardized empirical distribution
function. {\sl Colloquia Math. Soc. J. Bolyai} {\bf 32} (1980), 
123--138.
\item{[28]} Cs\'aki, E.: A note on the lower limit of the standardized 
empirical distribution function. {\sl Mimo. Ser. No. 81-19}, 1981, 
Dept. Statistics, Purdue Univ. 
\item{[29]} Cs\'aki, E. and R\'ev\'esz, P.: Strong invariance for local
times. {\sl Z. Wahrscheinlichkeitstheorie verw. Gebiete} {\bf 62} 
(1983), 263--278.
\item{[30]} Cs\'aki, E., Cs\"org\H o, M., F\"oldes, A. and R\'ev\'esz, 
P.: How big are the increments of the local time of a Wiener process? 
{\sl Ann. Probab.} {\bf 11} (1983), 593--608.
\item{[31]} Cs\'aki, E. and R\'ev\'esz, P.: A combinatorial proof of a
theorem of P. L\'evy on the local time. {\sl Acta Sci. Math. (Szeged)} 
{\bf 45} (1983), 119--129.
\item{[32]} Cs\'aki, E.: Empirical distribution function. In:
{\sl Nonparametric Methods}, Handbook of Statistics, Vol. 4, 1984, pp. 
405--430.
\item{[33]} Cs\'aki, E. and F\"oldes, A.: On the narrowest tube 
of a Wiener process. {\sl Colloquia Math. Soc. J. Bolyai} {\bf 36}
(1982), 173--197.
\item{[34]} Cs\'aki, E. and F\"oldes, A.: How big are the increments of
the local time of a simple symmetric random walk? {\sl Colloquia Math. 
Soc. J. Bolyai} {\bf 36} (1984), 199--221.
\item{[35]} Cs\'aki, E.: On small values of the square integral of a
multiparameter Wiener process. In: {\sl Proc. of the 3rd Pannonian Symp. 
on Math. Statist.}, Akad\'emiai Kiad\'o, Budapest, 1983, pp. 19--26. 
\item{[36]} Cs\'aki, E. and F\"oldes, A.: How big are the increments of
the local time of a recurrent random walk? {\sl Z. 
Wahrscheinlichkeitstheorie verw. Gebiete} {\bf 65} (1983), 307--322.
\item{[37]} Cs\'aki, E. and F\"oldes, A.: The narrowest tube of a
recurrent random walk. {\sl Z. Wahr\-schein\-lichkeitstheorie verw. 
Gebiete} {\bf 66} (1984), 387--405.
\item{[38]} Cs\'aki, E. and  R{\'e}v{\'e}sz, P.: On a theorem of Chung and
Erd\H os. (In Hungarian.) {\sl Mat. Lapok} {\bf 31} (1978--1983), 
243--249.
\item{[39]} Cs\'aki, E., Erd\H os, P. and R\'ev\'esz, P.: On the length 
of the longest excursion. {\sl Z. Wahr\-schein\-lichkeitstheorie verw. 
Gebiete} {\bf 68} (1985), 365--382.
\item{[40]} Cs\'aki, E., F\"oldes, A. and Koml\'os, J.: Limit theorems 
for Erd\H os--R\'enyi type problems. {\sl Studia Sci. Math. Hungar.}
{\bf 22} (1987), 321--332.
\item{[41]} Cs\'aki, E. and F\"oldes, A.: How small are the increments of
the local time of a Wiener process? {\sl Ann. Probab.} {\bf 14} (1986), 
533--546.
\item{[42]} Cs\'aki, E. and F\"oldes, A.: How small are the increments of
the local time of a recurrent random walk? {\sl Periodica Math. Hungar.} 
{\bf 17} (1986), 127--136.
\item{[43]} Cs\'aki, E. and Mohanty, S.G.: Some joint distributions for
conditional random walks. {\sl Canad. J. Statist.} {\bf 14} (1986), 
19--28.
\item{[44]} Cs\'aki, E.: Some applications of the classical formula
on ruin probabilities. {\sl J. Statist. Plann. Inference} {\bf 14}
(1986), 35--42.
\item{[45]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: On the maximum
of a Wiener process and its location. {\sl Probab. Th. Rel. Fields}
{\bf 76} (1987), 477--497.
\item{[46]} Cs\'aki, E. and F\"oldes, A.: On the length of the longest
flat interval. In: {\sl Proc. of the 5th Pannonian Symp. on Math. 
Statist.}, Visegr\'ad, 1988, pp. 23--33.
\item{[47]} Cs\'aki, E. and F\"oldes, A.: A note on the stability of the
local time of a Wiener process. {\sl Stoch. Process. Appl.} {\bf 25}
(1987), 203--213.
\item{[48]} Cs\'aki, E., F\"oldes, A. and Salminen, P.: On the joint
distribution of the maximum and its location for a linear diffusion. 
{\sl Ann. Inst. H. Poincar\'e Probab. Statist.} {\bf 23} (1987), 
179--194.
\item{[49]} Cs\'aki, E. and F\"oldes, A.: On the local time process
standardized by the local time at zero. {\sl Acta Math. Acad. Sci. 
Hungar.} {\bf 52} (1988), 175--186.
\item{[50]} Cs\'aki, E. and Grill, K.: On the large values of the Wiener
process. {\sl Stoch. Process. Appl.} {\bf 27} (1988), 43--56. 
\item{[51]} Cs\'aki, E., F\"oldes, A. and Kasahara, Y.: Around Yor's
theorem on the Brownian sheet and local time. {\sl J. Math. Kyoto Univ.} 
{\bf 28} (1988), 373--381.
\item{[52]} Cs\'aki, E., Cs{\"o}rg{\H o}, M., F\"oldes, A. and 
R\'ev\'esz, P.: Brownian local time approximated by a Wiener sheet.
{\sl Ann. Probab.} {\bf 17} (1989), 516--537.
\item{[53]} Cs\'aki, E.: An integral test for the supremum of Wiener
local time. {\sl Probab. Th. Rel. Fields} {\bf 83} (1989), 207--217.
\item{[54]} Cs\'aki, E., Mohanty, S.G. and Saran, J.: On random walks in a
plane. {\sl Ars Combinatoria} {\bf 29} (1990), 309--318. 
\item{[55]} Cs\'aki, E.: A lim inf result in Strassen's law of the
iterated logarithm. {\sl Colloquia Math. Soc. J. Bolyai} {\bf 57} 
(1990), 83--93.
\item{[56]} Cs\'aki, E. and Cs\"org\H o, M.: Fernique type inequalities
for not necessarily Gaussian processes. {\sl C.R. Math. Rep. Acad. Sci. 
Canada} {\bf 12} (1990), 149--154.
\item{[57]} Cs{\'a}ki, E.: Lim inf results for the standardized 
empirical distribution function. In: {\sl Prob. Theory and Math. Stat.}, 
Vol. I, B. Grigelionis et al. (Eds.), 1990, 238--244.
\item{[58]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M., Lin, Z.Y. and 
R{\'e}v{\'e}sz, P.: On infinite series of independent 
Ornstein--Uhlenbeck processes. {\sl Stoch. Proces. Appl.} {\bf 39} 
(1991), 25--44.
\item{[59]} Cs{\'a}ki, E.: On the increments of additive functionals.
{\sl Studia Sci. Math. Hungar.} {\bf 26} (1991), 185--199.
\item{[60]} Cs{\'a}ki, E.: A note on "Three problems on the random walk 
in $Z^d$" by P. Erd{\H o}s and P. R{\'e}v{\'e}sz. {\sl Studia Sci. Math. 
Hungar.} {\bf 26} (1991), 201--205.
\item{[61]} Cs{\'a}ki, E. and  Cs{\"o}rg{\H o}, M.: Inequalities for 
increments of stochastic processes and moduli of continuity. {\sl Ann. 
Probab.} {\bf 20} (1992), 1031--1052.
\item{[62]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M. and Shao, Q.M.: Fernique 
type inequalities and moduli of continuity for $l^2$-valued 
Ornstein--Uhlenbeck processes. {\sl Ann. Inst. Henri Poincar{\'e}}
{\bf 28} (1992), 479--517.
\item{[63]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M., F{\"o}ldes, A. and 
R{\'e}v{\'e}sz, P.: Strong approximations of additive functionals.
{\sl J. Theor. Probab.} {\bf 5} (1992), 679--706.
\item{[64]} Cs{\'a}ki, E.: A discrete Feynman--Kac formula. {\sl J. 
Statist. Plann. Inf.} {\bf 34} (1993), 63--73.
\item{[65]} Cs{\'a}ki, E.: On the local time of Wiener process and 
random walk. {\sl Lecture Notes of 7th International Summer School on 
Probability Theory and Mathematical Statistics}, 1993, pp. 32--59.
\item{[66]} Cs{\'a}ki, E., F{\"o}ldes, A. and R{\'e}v{\'e}sz, P.:
On almost sure local and global central limit theorems. {\sl Probab. Th. 
Rel. Fields} {\bf 97} (1993), 321--337.
\item{[67]} Cs{\'a}ki, E.: Some joint distributions in Bernoulli 
excursions. {\sl J. Appl. Probab.} {\bf 31A} (1994), 239--250. 
\item{[68]} Cs{\'a}ki, E.: Strong limit theorems for empirical 
processes. {\sl Recent Advances in Statistics and Probability, Proc. 4th 
IMSIBAC}, ed. J. P. Vilaplana and M. L. Puri, VsP, Zeist, 1994, pp. 
247--254.
\item{[69]} Cs{\'a}ki, E. and F{\"o}ldes, A.: On the logarithmic average 
of additive functionals. {\sl Statist. Probab. Lett.} {\bf 22} (1995),
261--268.
\item{[70]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M. and Shao, Q.M.:
Moduli of continuity for $\ell^p$-valued Gaussian processes. {\sl Acta 
Sci. Math. (Szeged)} {\bf 60} (1995), 149--175.
\item{[71]} Cs{\'a}ki, E. and Cs{\"o}rg{\H o}, M.: On additive 
functionals of Markov chains. {\sl J. Theor. Probab.} {\bf 8} (1995),
905--919.
\item{[72]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M., F{\"o}ldes, A. and
R{\'e}v{\'e}sz, P.: Global Strassen-type theorems for iterated Brownian 
motion. {\sl Stoch. Process. Appl.} {\bf 59} (1995), 321--341.
\item{[73]} Cs{\'a}ki, E. and F{\"o}ldes, A.: On the length of the 
longest monotone block. {\sl Studia Sci. Math. Hungar.} {\bf 31} (1996),
35--46.
\item{[74]} Cs{\'a}ki, E. and Salminen, P.: On additive functionals of 
diffusion processes. {\sl Studia Sci. Math. Hungar.} {\bf 31} (1996),
47--62.
\item{[75]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M., F{\"o}ldes, A. and  
R{\'e}v{\'e}sz, P.: The local time of iterated Brownian motion. {\sl J. 
Theor. Probab.} {\bf 9} (1996), 717--743.
\item{[76]} Berkes,I. and Cs{\'a}ki, E.: On the pointwise central limit 
theorem and mixtures of stable distributions. {\sl Statist. Probab. 
Lett.} {\bf 29} (1996), 361--368.
\item{[77]} Cs{\'a}ki, E.: On some results for Bernoulli excursions.
{\sl J. Statist. Plann. Inf.} {\bf 54} (1996), 45--54.
\item{[78]} Cs{\'a}ki, E., F{\"o}ldes, A., R{\'e}v{\'e}sz, P.:
Random walk with alternating excursions. {\sl Studia Sci. Math. Hungar.}
{\bf 32} (1996), 267--280.
\item{[79]} Cs{\'a}ki, E., F{\"o}ldes, A. and R{\'e}v{\'e}sz, P.:
Strassen theorems for a class of iterated processes. {\sl Trans. Amer. 
Math. Soc.} {\bf 349} (1997), 1153--1167.
\item{[80]} Cs{\'a}ki, E. and F{\"o}ldes, A.: On the logarithmic avarage 
of iterated processes. {\sl Statist. Probab. Lett.} {\bf 33} (1997),
347--358.
\item{[81]} Cs{\'a}ki, E.: Some results for two-dimensional random walk.
In: {\sl Advances in Combinatorial Methods and Applications to 
Probability and Statistics}, ed. N. Balakrishnan, Birkh{\"a}user, 
Boston, 1997, pp. 115--124.
\item{[82]} Cs{\'a}ki, E., Cs{\"o}rg{\H o}, M., F{\"o}ldes, A. and  
R{\'e}v{\'e}sz, P.: On the occupation time of an iterated process having 
no local time. {\sl Stoch. Process. Appl.} {\bf 70} (1997), 199--217.
\item{[83]} Berkes, I., Cs{\'a}ki, E. and Horv\'ath, L.: Almost sure 
central limit theorems under minimal conditions. {\sl Statist. Probab. 
Lett.} {\bf 37} (1998), 67--76.
\item{[84]} Cs{\'a}ki, E., R{\'e}v{\'e}sz, P. and Rosen, J.:
Functional laws of the iterated logarithm for local times of recurrent 
random walks on $Z^2$. {\sl Ann. Inst. Henri Poincar\'e, Probabilit\'es 
et Statistiques} {\bf 34} (1998), 545--563.
\item{[85]} Cs{\'a}ki, E., F{\"o}ldes, A. and R{\'e}v{\'e}sz, P.:
A strong invariance principle for the local time difference of a
simple symmetric planar random walk. {\sl Studia Sci. Math. Hungar.}
{\bf 34} (1998), 25--39.
\item{[86]} Cs{\'a}ki, E. and Shi, Z.: Large favourite sites of simple 
random walk and the Wiener process. {\sl Electronic J. Probab.} {\bf 3}
(1998), Paper No. 14, 1--31.
\item{[87]} Cs{\'a}ki, E. and Shi, Z.: Some liminf results for 
two-parameter processes. {\sl Stoch. Process. Appl.} {\bf 78} (1998),
27--46.
\item{[88]} Cs{\'a}ki, E. and F\"{o}ldes, A.: On two ergodic properties 
of self-similar processes. In: {\sl Asymptotic Methods in Probability 
and Statistics}, ed. B. Szyszkowicz, Elsevier, Amsterdam, 1998, pp. 
97--111.
\item{[89]} Cs{\'a}ki, E. and F\"{o}ldes, A.: On asymptotic independence 
of partial sums. In: {\sl Asymptotic Methods in Probability and 
Statistics}, ed. B. Szyszkowicz, Elsevier, Amsterdam, 1998, pp. 
373--385.
\item{[90]} Cs{\'a}ki, E., K\"onig, W. and Shi, Z.: An embedding for the 
Kesten--Spitzer random walk in random scenery. {\sl Stoch. Process. 
Appl.} {\bf 82} (1999), 283--292.
\item{[91]} Berkes, I. Cs{\'a}ki, E. and Cs\"{o}rg\H{o}, S.:
Almost sure limit theorems for the St. Petersburg game. {\sl Statist. 
Probab. Lett.} {\bf 45} (1999), 23--30.
\item{[92]} Cs{\'a}ki, E., Khoshnevisan, D. and Shi, Z.:
Capacity estimates, boundary crossings and the Ornstein--Uhlenbeck
process in Wiener space. {\sl Electronic Comm. Probab.} {\bf 4} (1999),
103--109.
\item{[93]} Cs{\'a}ki, E., F{\"o}ldes, A., R{\'e}v{\'e}sz, P. and Shi, 
Z.: On the excursions of two-dimensional random walk and Wiener process.
{\sl Bolyai Society Mathematical Studies} {\bf 9} (1999), 43--58.
\item{[94]} Cs{\'a}ki, E., Cs\"{o}rg\H{o}, M., F{\"o}ldes, A. and 
R{\'e}v{\'e}sz, P.: Asymptotic properties of integral functionals of 
geometric stochastic processes. {\sl J. Applied Probab.} {\bf 37} 
(2000), 480--493.
\item{[95]} Cs{\'a}ki, E., Cs\"{o}rg\H{o}, M., F{\"o}ldes, A. and Shi, 
Z.: Increment sizes of the principal value of Brownian local time.       
{\sl Probab. Th. Rel. Fields} {\bf 117} (2000), 515--531.
\item{[96]} Cs{\'a}ki, E., Khoshnevisan, D. and Shi, Z.: Boundary 
crossings and the distribution function of the maximum of Brownian sheet. 
{\sl Stoch. Process. Appl.} {\bf 90} (2000), 1--18.
\item{[97]} Cs{\'a}ki, E.,  R\'{e}v\'{e}sz, P. and Shi, Z.:
Favourite sites, favourite values and jump sizes for random walk and 
Brownian motion. {\sl Bernoulli} {\bf 6} (2000), 951--975.
\item{[98]} Cs{\'a}ki, E. and F\"{o}ldes, A.: Asymptotic independence 
and additive functionals. {\sl J. Theoret. Probab.} {\bf 13} (2000),
1123--1144.
\item{[99]} Cs{\'a}ki, E. and Hu, Y.: Asymptotic properties of ranked 
heights in Brownian excursions. {\sl J. Theoret. Probab.} {\bf 14} 
(2001), 77--96.
\item{[100]} Cs\'aki, E., R\'ev\'esz, P. and Shi, Z.: A strong 
invariance principle for two-dimensional random walk in random scenery.
{\sl Stoch. Process. Appl.} {\bf 92} (2001), 181--200.
\item{[101]} Cs{\'a}ki, E., Cs\"{o}rg\H{o}, M., F\"{o}ldes, A. and  
Shi, Z.: Path properties of Cauchy's principal values related to local 
time. {\sl Studia Sci. Math. Hungar.} {\bf 38} (2001), 149--169.
\item{[102]} Berkes, I. and Cs\'aki, E.: A universal result in almost 
sure central limit theory. {\sl Stoch. Process. Appl.} {\bf 94} (2001),
105--134.
\item{[103]} Cs{\'a}ki, E., R\'{e}v\'{e}sz, P. and Shi,Z.: Long 
excursions of a random walk. {\sl J. Theoret. Probab.} {\bf 14} (2001),
821--844.
\item{[104]} Cs{\'a}ki, E.: Some results for two-dimensional random 
walk, II. Additive functionals. {\sl J. Statist. Plann. Inf.} {\bf 101}
(2002), 49--56.
\item{[105]} Cs{\'a}ki, E., Cs{\"o}rg\H{o}, M., F{\"o}ldes, A., Shi, Z.
and Zitikis, R.: Pointwise and uniform asymptotics of the Vervaat error 
process. {\sl J. Theoret. Probab.} {\bf 15} (2002), 845--875.
\item{[106]} Cs{\'a}ki, E. and  Gonchigdanzan, K.: Almost sure limit 
theorems for the maximum of stationary Gaussian sequences. {\sl Statist. 
Probab. Lett.} {\bf 58} (2002), 195--203.
\item{[107]} Cs{\'a}ki E.: Hat\'ar\'ert\'ekt\'etelek a lok\'alis id\H{o} 
Hilbert-transzform\'altj\'ara (Limit theorems for the Hilbert transform 
of local time). {\sl Magyar Tudom\'anyos Akad\'emia, K\"ozgy\H{u}l\'esi 
El\H{o}ad\'asok}, 1999-2002, 97--102.
\item{[108]} Berkes, I., Cs{\'a}ki, E., Cs\"{o}rg\H{o}, S. and Megyesi, 
Z.: Almost sure limit theorems for sums and maxima from the domain of 
geometric partial attraction of semistable laws. In: {\sl Limit Theorems 
in Probability and Statistics}, Vol. I. (I. Berkes, E. Cs\'aki,
M. Cs\"org\H{o}, eds.) J. Bolyai Mathematical Society, Budapest, 2002
pp. 133--157.
\item{[109]} Cs{\'a}ki, E., Cs\"{o}rg\H{o}, M., F\"{o}ldes, A. and Shi, 
Z.: On a class of additive functionals of two-dimen\-sional Brownian
motion and random walk. In: {\sl Limit Theorems in Probability and 
Statistics}, Vol. I. (I. Berkes, E. Cs\'aki, M. Cs\"org\H{o}, eds.) J. 
Bolyai Mathematical Society, Budapest, 2002, pp. 321--345.
\item{[110]} Cs{\'a}ki, E. and Hu, Y.: On the joint asymptotic 
behaviours of ranked heights of Brownian excursions. In: {\sl Limit 
Theorems in Probability and Statistics}, Vol. I. (I. Berkes, E. Cs\'aki,
M. Cs\"org\H{o}, eds.) J. Bolyai Mathematical Society, Budapest, 2002,
pp. 347--363.
\item{[111]} Cs{\'a}ki, E., Shi, Z. and Yor, M.: Fractional Brownian 
motions as ``higher-order" fractional derivatives of Brownian local 
times. In: {\sl Limit Theorems in Probability and Statistics}, Vol. I. 
(I. Berkes, E. Cs\'aki, M. Cs\"org\H{o}, eds.) J. Bolyai Mathematical 
Society, Budapest, 2002, pp. 365--387.
\item{[112]} Cs\'aki, E., F\"oldes, A. and Shi, Z.: A joint functional 
law for the Wiener process and principal value. {\sl Studia Sci. Math. 
Hungar.} {\bf 40} (2003), 213--241.
\item{[113]} Cs\'aki, E. and Hu, Y.: Lengths and heights of random walk 
excursions. In: {\sl Discrete Mathematics and Theoretical Computer 
Science, Discrete Random Walks, DRW03}, (C. Banderier, C. Krattenthaler, 
eds.) Conference Volume AC, 2003, pp. 45--52.
\item{[114]} Cs\'aki, E. and Hu, Y.: Invariance principles for ranked 
excursion lengths and heights. {\sl Electronic Comm. Probab.} {\bf 9}
(2004), 14--21.
\item{[115]} Cs\'aki, E., F\"oldes, A. and Hu, Y.: Strong approximations 
of additive functionals of a planar Brownian motion. {\sl Stoch. 
Process. Appl.} {\bf 109} (2004), 263--293.
\item{[116]} Cs\'aki, E. and Hu, Y.: On the ranked excursion heights of 
a Kiefer process. {\sl J. Theoret. Probab.} {\bf 17} (2004), 145--163.
\item{[117]} Cs\'aki, E. R\'ev\'esz, P. and Shi, Z.: Large void zones 
and occupation times for coalescing random walks. {\sl Stoch. Process. 
Appl.} {\bf 111} (2004), 97--118.
\item{[118]} Cs\'aki, E., F\"oldes, A. and Shi, Z.: Our joint work with 
Mikl\'os Cs\"org\H o. In: {\sl Asymptotic Methods in Stochastics. 
Festschrift for Mikl\'os Cs\"org\H o}. (L. Horv\'ath, B. Szyszkowicz, 
eds.) Fields Institute Communications, Vol. 44, American Mathematical 
Society, 2004, pp. 3--24.
\item{[119]} Cs\'aki, E.: Istv\'an Vincze (1912--1999) and his 
contribution to lattice path combinatorics and statistics. {\sl J. 
Statist. Plann. Inf.} {\bf 135} (2005), 3--17.
\item{[120]} Cs\'aki, E. and Hu, Y.: On the increments of the principal 
value of Brownian local time. {\sl Electronic J. Probab.} {\bf 10} 
(2005), 925--947.
\item{[121]} Cs\'aki, E., F\"oldes, A., R\'ev\'esz, P., Rosen, J. and 
Shi, Z.: Frequently visited sets for random walks. {\sl Stoch. Process. 
Appl.} {\bf 115} (2005), 1503--1517.
\item{[122]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: Maximal local 
time of a d-dimensional random walk on subsets. {\sl J. Theoret. 
Probab.} {\bf 18} (2005), 687--717.
\item{[123]} Cs\'aki, E.: Mathematical Statistics. In: {\sl A Panorama 
of Hungarian Mathematics in the Twentieth Century}. (J. Horv\'ath, ed.)
Bolyai Society Mathematical Studies, Vol. 14, Springer, Berlin and J. 
Bolyai Society, Budapest, 2005, pp. 491--521.
\item{[124]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: Heavy points 
of a d-dimensional simple random walk. {\sl Statist. Probab. Lett.} {\bf 
76} (2006), 45--57.
\item{[125]} Cs\'aki, E., Cs\"org\H o, M., Rychlik, Z. and Steinebach, 
J.: On Vervaat and Vervaat-error-type processes for partial sums and 
renewals. {\sl J. Statist. Plann. Inf.} {\bf 137} (2007), 953--966.
\item{[126]} Cs\'aki, E. and Hu, Y.: Strong approximations of 
three-dimensional Wiener sausa\-ges. {\sl Acta Math. Hungar.} {\bf 114} 
(2007), 205--226.
\item{[127]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: On the local 
times of transient random walks. {\sl Acta Appl. Math.} {\bf 96} (2007), 
147--158.
\item{[128]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: Joint 
asymptotiv behavior of local and occupation times of random walk in 
higher dimension. {\sl Studia Sci. Math. Hungar.} {\bf 44} (2007),
535--563.
\item{[129]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: On the 
behavior of random walk around heavy points. {\sl J. Theoret. Probab.}
{\bf 20} (2007), 1041--1057.
\item{[130]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: On the local 
time of the asymmetric Bernoulli walk. {\sl Acta Sci. Math. (Szeged)}
{\bf 74} (2008), 349--379.
\item{[131]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: Transient 
nearest neighbor random walk on the line. {\sl J. Theoret. Probab.}
{\bf 22} (2009), 100--122.
\item{[132]} Cs\'aki, E., Cs\"org\H o, M., F\"oldes, A. and R\'ev\'esz, 
P.: Strong limit theorems for a simple random walk on the 2-dimensional 
comb. {\sl Electr. J. Probab.} {\bf 14} (2009), 2371--2390.
\item{[133]} Cs\'aki, E., Cs\"org\H o, M., F\"oldes, A. and R\'ev\'esz, 
P.: Random walk local time approximated by a Brownian sheet combined with 
an independent Brownian motion. {\sl Ann. Inst. H. Poincar\'e, Probab. 
Statist.} {\bf 45} (2009), 515--544.
\item{[134]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: Transient 
nearest neighbor random walk and Bessel process. {\sl J. Theoret. Probab.}
{\bf 22} (2009), 992--1009.  
\item{[135]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: On the number 
of cutpoints of the transient nearest neighbor random walk on the line. 
{\sl J. Theoret. Probab.} {\bf 23} (2010), 624--638.
\item{[136]} Cs\'aki, E., Cs\"org\H o, M., F\"oldes, A. and R\'ev\'esz, 
P.: On the supremum of iterated local time. {\sl Publ. Math. Debrecen}
{\bf 76} (2010), 255--270.
\item{[137]} Cs\'aki, E., Cs\"org\H o, M. and Kulik, R.: On Vervaat 
processes for sums and renewals in weakly dependent cases. {\sl Dependence 
in Probability, Analysis and Number Theory.} A Volume in Memory of Walter 
Philipp, edited by I. Berkes, R.C. Bradley, H. Dehling, M. Peligrad, R. 
Tichy. Kendrick Press, 2010, pp. 145--156.
\item{[138]} Cs\'aki, E., Cs\"org\H o, M. F\"oldes, A. and R\'ev\'esz, P.:
On the local time of random walk on the 2-dimensional comb. {\sl Stoch. 
Process. Appl.} {\bf 121} (2011), 1290--1314.
\item{[139]} Cs\'aki, E., Cs\"org\H o, M. F\"oldes, A. and R\'ev\'esz, P.:
Random walk on half-plane half-comb structure. {\sl Ann. Mathematicae et 
Informaticae} {\bf 39} (2012), 29--44.
\item{[140]} Cs\'aki, E., Cs\"org\H o, M. F\"oldes, A. and R\'ev\'esz, P.:
Strong limit theorems for anisotropic random walks on $Z^2$. {\sl 
Periodica Math. Hungar.} {\bf 67} (2013) 71--94.
\item{[141]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: Some results and 
problems for anisotropic random walk on the plane. In: {\sl Asymptotic 
Laws and Methods in Stochastics: A Volume in Honour of Mikl\'os Cs\"org\H o}.
Fields Institute Communications {\bf 76}, Springer, New York (2015) 55--75.
\item{[142]} Cs\'aki, E. and Cs\"org\H o, M.: On Bahadur-Kiefer type processes
for sums and renewals in dependent cases. In: {\sl Mathematical Statistics 
and Limit Theorems: Conference in Honor of Paul Deheuvels}. Springer, New York
(2015) 93--103.
\item{[143]} Cs\'aki, E., Cs\"org\H o, M. and Kulik, R.: Strong 
approximations for long memory sequences based partial sums, counting and
their Vervaat processes. {\sl Periodica Math. Hungar.} {\bf 73} (2016)
208--223.
\item{[144]} Cs\'aki, E., Cs\"org\H o, M., F\"oldes, A. and R\'ev\'esz, P.:
Some limit theorems for heights of random walks on a spider. {\sl J.
Theoret. Probab.} {\bf 29} (2016) 1685--1709.
\item{[145]} Cs\'aki, E., F\"oldes, A. and R\'ev\'esz, P.: About the distance
between random walkers on some graphs. {\sl Period. Math. Hungar.} {\bf 75}
(2017) 36--57. 
\end

