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Stochastic Analysis and Applications Volume 16, 1998 - Issue 3
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Original Articles

On shape-preserving wavelet estimators of cumulative distribution functions and densities

Lubomir Dechevsky Institute of Mathematics and Informatics, Technical University Sofia, Sofia, 1156, Bulgaria
&
Spiridon Penev School of Mathematics Department of Statistics, The University of New South Wales, Sydney, NSW, 2052, Australia
Pages 423-462 | Published online: 03 Apr 2007

Citations (8)

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Read on this site (2)

Lubomir Dechevsky & Brenda MacGibbon. (2009) Asymptotically minimax non–parametric function estimation with positivity constraints I. Statistics 43:5, pages 423-442.
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Spiridon Penev & Lubomir Dechevsky. (1997) On non-negative wavelet-based density estimators. Journal of Nonparametric Statistics 7:4, pages 365-394.
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Articles from other publishers (6)

Zhongjian Lin & Ruixuan Liu. (2020) A MULTIPLEX INTERDEPENDENT DURATIONS MODEL. Econometric Theory 37:6, pages 1238-1266.
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Carlos Aya-Moreno, Gery Geenens & Spiridon Penev. (2018) Shape-preserving wavelet-based multivariate density estimation. Journal of Multivariate Analysis 168, pages 30-47.
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Darinka Dentcheva & Spiridon Penev. (2010) Shape-restricted inference for Lorenz curves using duality theory. Statistics & Probability Letters 80:5-6, pages 403-412.
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Brani Vidakovic. 1999. Statistical Modeling by Wavelets. Statistical Modeling by Wavelets 345 370 .
Antonio Cosma, O. Scaillet & Rainer von Sachs. (2005) Multivariate Wavelet-based Shape Preserving Estimation for Dependent Observations. SSRN Electronic Journal.
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Zhongjian Lin & Ruixuan Liu. (2017) Interdependent Durations with Incomplete Information. SSRN Electronic Journal.
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