




\magnification\magstep1
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\centerline{ M. Bloznelio mokslo darbai} %LIST OF PUBLICATIONS OF M.BLOZNELIS}
\bigskip
%\centerline {2001 May}
\smallskip
%\centerline{\it Articles in journals / contributions to books}
\bigskip



[{\bf 1}]
Bloznelis, M. (1988):
 Rate of convergence to a stable law in the space $R^k$.
{\it Lithuanian Math. J.}
{\bf 28},
21-29.



[{\bf 2}]
Bentkus, V. and Bloznelis, M. (1989):
 Nonuniform estimate of the rate of convergence in the CLT
with stable limit distribution.
{\it Lithuanian Math. J.}
{\bf 29},
 8-17.


[{\bf 3}]
Bloznelis, M. (1989):
  Nonuniform estimate of the rate of convergence to a stable law
in the multidimensional central limit theorem.
{\it Lithuanian Math. J.}
{\bf 29},
97-109.


[{\bf 4}]
Bloznelis, M. (1989):
  Lower bound for the rate of convergence in the CLT in Hilbert
space.
{\it Lithuanian Math. J.}
{\bf 29},
333-338.





[{\bf 5}]
Bloznelis, M. (1990):
Distribution of the norm of a multidimensional Wiener process.
{\it Lithuanian Math. J.}
{\bf 30},
296-302.

[{\bf 6}]
Bloznelis, M. (1991):
 On the distribution of the norm  for a multidimensional
Brownian Bridge.
{\it Lithuanian Math. J.}
{\bf 31},
19-27








[{\bf 7}]
Bloznelis, M. (1991):
  On the distribution of the sup-norm for a stable motion and the rate
   of convergence.
In {\it New Trends in Probab. and Statist.} {\it Vol I},
Eds. Sazonov, V.
   and Shervashidze, T.
(Utrecht: VSP),
73-77





[{\bf 8}]
Bloznelis, M. (1991):
  Distribution of multidimensional Wiener prosess and Brownian bridge.
In {\it Functional and Stochastics analysis},
Eds.  Ulyanov, P.L. and Gnedenko, B.V. (Moscow: Moscow University Press),
 40-41
(in Russian).









[{\bf 9}]*
Bloznelis, M. and Paulauskas, V. (1993):
  On the central limit theorem in D[0,1].
{\it  Statistics \& Probability Letters}
{\bf 17},
 105-111.

[{\bf 10}]
Bloznelis, M. and Paulauskas, V. (1993):
  The central limit theorem in the space D(0,1). I.
{\it Lithuanian Math. J.}
{\bf 33},
 181-195.

[{\bf 11}]
Bloznelis, M. and Paulauskas, V. (1993):
  The central limit theorem in the space D(0,1). II.
{\it Lithuanian Math. J.}
{\bf 33},
 307-323.



[{\bf 12}]
Bloznelis, M. and Paulauskas, V. (1993):
Central limit theorem in Skorohod spaces and asymptotic strength
distribution of fiber bundles.
In {\it Probability Theory and mathematical
Statistics.}
 Eds. Grigelionis, B.,  Kubilius, J., Pragarauskas, H. and  Statulevi\v cius,
V. (Utrecht/Vilnius:VSP/TEV),
75-87.



[{\bf 13}]
Bloznelis, M. (1994):
  Refined nonuniform estimates of the rate of convergence
 to a stable law.
{\it J. Math. Sci.}
{\bf 72},
2839-2847.



[{\bf 14}]*
Bloznelis, M. and Paulauskas, V. (1994):
 A note on the central limit theorem for stochastically continuous
 processes.
{\it Stochastic Proc. Appl.}
 {\bf 53},
 351-361.





[{\bf 15}]
Bloznelis, M. and Paulauskas, V. (1994):
 On the central limit theorem for multiparameter stochastic
processes.
In {\it  Probability in Banach spaces 9.}
Eds.  Hoffmann-Jor\-gen\-sen, J.,  Marcus, M. and
Kuelbs, J. ( Birkhauser),
155-172.







[{\bf 16}]*
Bloznelis, M. (1996):
 Central limit theorem for stochastically continuous processes.
Convergence to stable limit.
{\it  J. Theoretical Probability} {\bf 9},
541--560.





[{\bf 17}]*
 Bentkus, V., Bloznelis, M. and  G\"otze, F. (1996):
  A Berry-Esseen bound for Student's statistic in the non-i.i.d. case.
{\it J. Theoretical Probability}
 {\bf 9},
 765--796.

[{\bf 18}]*
 Bentkus, V., Bloznelis, M. and  G\"otze, F. (1997):
  A Berry-Esseen  bound for M--Esti\-ma\-tors.
{\it Scandinavian Journal of Statistics}  {\bf 24},
485--502


[{\bf 19}]
Bloznelis, M. (1997):
On the rate of normal approximation in D(0,1).
 {\it Liet. Mat. Rink.}
{\bf 37},
 280-294.


[{\bf 20}]
Bloznelis, M. and Ra\v ckauskas, A. (1999):
 A Berry--Esseen bound for least squares estimators of
regression parameters.
 {\it Liet. Matem. Rink.} {\bf 39}, 1--8.


[{\bf 21}] Bloznelis, M. and Putter, H. (1999):
One term Edgeworth expansion for Student's $t$ statistic.
{\it Prob.
Theory and Math. Stat. Proceedings of the seventh Vilnius
Conference},
 B.Grigelionis et al. (Eds), VSP/TEV,  81--98.


[{\bf 22}]* Bloznelis, M. and G\"otze F. (1999):
 One term Edgeworth expansion for finite population $U$-statistics of
degree two.
{\it Acta Applicandae Mathematicae} {\bf58}, 75--90.



[{\bf 23}]* Bloznelis, M.  (1999):
A Berry-Esseen bound for finite population Student's statistic.
{\it Ann. Probab.} {\bf 27}, 2089--2108.


[{\bf 24}]* Bloznelis, M. and G\"otze , F. (2000):
An Edgeworth expansion for finite population $U$-statistics.
{\it Bernoulli} {\bf 6}, 729--760.

[{\bf 25}] Bloznelis, M. (2000): One- and two-term Edgeworth expansions for
finite population sample mean. Exact results.I.
{\it Liet. Matem. Rink.} {\bf 40}, 277--294.


[{\bf 26}] Bloznelis, M. (2000): One- and two-term Edgeworth expansions for
finite population sample mean. Exact results.II.
{\it Liet. Matem. Rink.} {\bf 40}, 430--443.


[{\bf 27}] Bloznelis, M. and Paulauskas, V. (2000):
Central limit theorem in $D[0,1]$.
In {\it Skorokhod's Ideas in Probability Theory}. Korolyuk, V., Portenko, N., Syta,
H.(Eds.)
 Mathematics and
its Applications. Proceedings of the Institute of Mathematics of
the National Academy of Sciences of Ukraine,  Vol {\bf 32}, Kyiv,
99--110.


[{\bf 28}] Bloznelis, M. (2001): Empirical Edgeworth expansion for
finite population statistics.I. {\it Liet. Matem. Rink.} {\bf
41}, 154--171.

[{\bf 29}] Bloznelis, M. (2001): Empirical Edgeworth expansion for
finite population statistics. II. {\it Liet. Matem. Rink.} {\bf
41}, 263--276.


[{\bf 30}]* Bloznelis, M. and G\"otze, F. (2001):
Orthogonal decomposition of finite population statistics and its
applications to distributional asymptotics.
 {\it Ann. Stat.} {\bf 29}, 899--917.





[{\bf 31}]* Bloznelis, M. and G\"otze, F. (2002): An Edgeworth
expansion for symmetric finite population statistics.
 {\it Ann. Probab.} {\bf 30}, 1238--1265.



[{\bf 32}]* Bloznelis, M. (2002): A note on the multivariate local limit
theorem.
{\it Statistics and Probability Letters} {\bf 59}, 227--233.



[{\bf 33}]* Bloznelis, M. and Putter, H. (2002):
Second order and bootstrap approximation to Student's $t$
statistic.
{\it Teorija Verojatnostei i ee Primenenija} {\bf 47}, No 2,
374--381 (nepatikrinti duomenys).



\medskip
{\bf Submitted}
\medskip

[{\bf 34}] Bloznelis, M. (2002): Orthogonal decomposition of symmetric functions
defined on random permutations.
{\it Combinatorics, Probability and Computing}.



[{\bf 35}] Bloznelis, M. (2002): An Edgeworth expansion for
Studentized finite population statistics.
{\it Acta Applicandae Mathematicae}.

\smallskip
\centerline{Submitted articles}
\smallskip

[{\bf 36}] Bloznelis, M. (2001): Consistency and bias of jackknife
variance estimator in stratified samples.
Submitted to {\it Statistics}.



[{\bf 37}] Bloznelis, M. (2002): Edgeworth expansions for
Studentized versions of symmetric finite population statistics.
Submitted to {\it Liet. Matem. Rink.}


\bye
