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Two-time-scale nonparametric recursive regression estimator for independent functional data
Two-time-scale nonparametric recursive regression estimator for independent functional data
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Two-time-scale nonparametric recursive regression estimator for independent functional data

Slaoui, Yousri

Communications in statistics. Theory and methods, 2023-08, Vol.52 (15), p.5213-5245 [Peer Reviewed Journal]

Philadelphia: Taylor & Francis

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RECURSIVE NONPARAMETRIC REGRESSION ESTIMATION FOR INDEPENDENT FUNCTIONAL DATA
RECURSIVE NONPARAMETRIC REGRESSION ESTIMATION FOR INDEPENDENT FUNCTIONAL DATA
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RECURSIVE NONPARAMETRIC REGRESSION ESTIMATION FOR INDEPENDENT FUNCTIONAL DATA

Slaoui, Yousri

Statistica Sinica, 2020-01, Vol.30 (1), p.417-437 [Peer Reviewed Journal]

Institute of Statistical Science, Academia Sinica

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3
Recursive kernel regression estimation under α - mixing data
Recursive kernel regression estimation under α - mixing data
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Recursive kernel regression estimation under α - mixing data

Slaoui, Yousri

Communications in statistics. Theory and methods, 2022-12, Vol.51 (24), p.8459-8475 [Peer Reviewed Journal]

Philadelphia: Taylor & Francis

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4
Wild bootstrap bandwidth selection of recursive nonparametric relative regression for independent functional data
Wild bootstrap bandwidth selection of recursive nonparametric relative regression for independent functional data
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Wild bootstrap bandwidth selection of recursive nonparametric relative regression for independent functional data

Slaoui, Yousri

Journal of multivariate analysis, 2019-09, Vol.173, p.494-511 [Peer Reviewed Journal]

Elsevier Inc

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5
Nonparametric Recursive Method for Generalized Kernel Estimators for Dependent Functional Data
Nonparametric Recursive Method for Generalized Kernel Estimators for Dependent Functional Data
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Nonparametric Recursive Method for Generalized Kernel Estimators for Dependent Functional Data

Slaoui, Yousri

Sankhya A, 2024-02, Vol.86 (1), p.392-430 [Peer Reviewed Journal]

New Delhi: Springer India

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6
Moderate deviation principles for nonparametric recursive distribution estimators using Bernstein polynomials
Moderate deviation principles for nonparametric recursive distribution estimators using Bernstein polynomials
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Moderate deviation principles for nonparametric recursive distribution estimators using Bernstein polynomials

Slaoui, Yousri

Revista matemática complutense, 2022-01, Vol.35 (1), p.147-158 [Peer Reviewed Journal]

Cham: Springer International Publishing

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7
Two new nonparametric kernel distribution estimators based on a transformation of the data
Two new nonparametric kernel distribution estimators based on a transformation of the data
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Two new nonparametric kernel distribution estimators based on a transformation of the data

Slaoui, Yousri

Journal of applied statistics, 2021-09, Vol.48 (12), p.2065-2091 [Peer Reviewed Journal]

England: Taylor & Francis

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8
Two new nonparametric kernel distribution estimators based on a transformation of the data
Two new nonparametric kernel distribution estimators based on a transformation of the data
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Article 		Add to e-Shelf

Two new nonparametric kernel distribution estimators based on a transformation of the data

Slaoui, Yousri

Journal of applied statistics, 2021-09, Vol.48 (12), p.2065-2091 [Peer Reviewed Journal]

Taylor & Francis

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9
Recursive non-parametric kernel classification rule estimation for independent functional data
Recursive non-parametric kernel classification rule estimation for independent functional data
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Recursive non-parametric kernel classification rule estimation for independent functional data

Slaoui, Yousri

Computational statistics, 2021-03, Vol.36 (1), p.79-112 [Peer Reviewed Journal]

Berlin/Heidelberg: Springer Berlin Heidelberg

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10
Bernstein polynomial of recursive regression estimation with censored data
Bernstein polynomial of recursive regression estimation with censored data
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Bernstein polynomial of recursive regression estimation with censored data

Slaoui, Yousri

Stochastic models, 2022-07, Vol.38 (3), p.462-487 [Peer Reviewed Journal]

Philadelphia: Taylor & Francis

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