Masaryk University

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    2009

    1. KOLÁČEK, Jan and Rohana J. KARUNAMUNI. On boundary correction in kernel estimation of ROC curves. Austrian Journal of Statistics. 2009, vol. 38, No 1, p. 17-32. ISSN 1026-597X.

    2008

    1. KOLÁČEK, Jan. An Improved Estimator for Removing Boundary Bias in Kernel Cumulative Distribution Function Estimation. In Proceedings in Computational Statistics COMPSTAT'08. Porto: Physica-Verlag, 2008, p. 549-556. ISBN 978-3-7908-2083-6.
    2. KOLÁČEK, Jan. Plug-in method for nonparametric regression. Computational Statistics. Germany: Physica-Verlag, 2008, vol. 2008, No 1, p. 63-78. ISSN 0943-4062.

    2007

    1. KOLÁČEK, Jan. Boundary effects for densities and distribution functions. In Summer School DATASTAT 06. Brno: Masaryk University, 2007, p. 141-148. ISBN 978-80-210-4493-7.
    2. KOLÁČEK, Jan. On boundary correction in kernel estimation of ROC curves. In ASMDA 2007 Book of Abstracts. 2007.
    3. HOROVÁ, Ivanka, Jiří ZELINKA and Zdeněk POSPÍŠIL. Semiparametric Estimation of Hazard Function for Cancer Patients. Sankhya: The Indian Journal of Statistic. 2007, vol. 69, No 3, p. 494-513. ISSN 0972-7671.

    2006

    1. KOLÁČEK, Jan and Jitka POMĚNKOVÁ. A Comparative Study of Boundary Effects for Kernel Smoothing. Austrian Journal of Statistics. Austria, 2006, 35/2006, No 2, p. 281-289. ISSN 1026-597X.
    2. KOLÁČEK, Jan. Boundary effects in kernel estimation of ROC curves. In Compstat 2006 Book of abstracts. 2006.
    3. KOLÁČEK, Jan. Volba optimální šířky okna při jádrových odhadech regresní funkce (Choosing of optimal bandwidth for nonparametric regression). In Sborník ROBUST'06. Praha: MFF UK, 2006, p. 135-142. ISBN 80-7015-073-4.

    2005

    1. KOLÁČEK, Jan. Bandwidth selection for nonparametric regression - plug-in method. In Programme and Abstracts, IASC 3rd World Conference on CSDA. 2005.
    2. KOLÁČEK, Jan. Jádrové odhady regresní funkce (Kernel Estimation of the Regression Function). Brno: Jan Koláček, 2005, 87 pp. disertační práce.

    2004

    1. KOLÁČEK, Jan. Use of Fourier transformation for kernel smoothing. In Proceedings in Computational Statistics COMPSTAT'04. 1st ed. Německá republika: Springer, 2004, p. 1329 - 1336. ISBN 3-7908-1554-3.
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