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book.bbl
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\begin{thebibliography}{1}
\def\selectlanguageifdefined#1{
\expandafter\ifx\csname date#1\endcsname\relax
\else\language\csname l@#1\endcsname\fi}
\ifx\undefined\url\def\url#1{{\small #1}}\else\fi
\ifx\undefined\BibUrl\def\BibUrl#1{\url{#1}}\else\fi
\ifx\undefined\BibAnnote\long\def\BibAnnote#1{(#1)}\else\fi
\ifx\undefined\BibEmph\def\BibEmph#1{\emph{#1}}\else\fi
\bibitem{Bauer}
\selectlanguageifdefined{russian}
Bauer~H. Ma\ss- und Integrationstheorie.
\newblock Berlin: Walter de Gruyter \& Co., 1992.
\bibitem{Tripathi}
\selectlanguageifdefined{russian}
Tripathi~G. A matrix extension of the Cauchy-Schwarz inequality. Econom. Lett.
63 (1), 1 -- 3.
\newblock 1999.
\bibitem{BickelDoksum}
\selectlanguageifdefined{russian}
Bickel~P.~J., Doksum~K.~A. Mathematical statistics.
\newblock San Francisco, Calif.-D{\"u}sseldorf-Johannesburg: Holden-Day, Inc.,
2001.
\bibitem{LehmannRomano}
\selectlanguageifdefined{russian}
Lehmann~E.~L., Romano~J.~P. Testing statistical hypotheses.
\newblock New York: Springer, 2005.
\bibitem{WittingMuller}
\selectlanguageifdefined{russian}
Witting~H., M{\"u}ller-Funk~U. Mathematische Statistik. II.
\newblock Stuttgart: B. G. Teubner, 2001.
\end{thebibliography}