activity
20072022
most citedGeneral bound of overfitting for MLP regression models

65 citations · 82 across the 14 of their papers we have counts for

collaborators

16 papers

math.ST2022

Hold-out estimates of prediction models for Markov processes

Remy Garnier, Raphaël Langhendries, Joseph Rynkiewicz

We consider the selection of prediction models for Markovian time series. For this purpose, we study the theoretical properties of the hold-out method. In the econometrics literatu…

math.ST2020

Spectral estimation for non-linear long range dependent discrete time trawl processes

Paul Doukhan, François Roueff, Joseph Rynkiewicz

Discrete time trawl processes constitute a large class of time series parameterized by a trawl sequence (a j) jN and defined though a sequence of independent and identically d…

math.ST2013

Asymptotics for regression models under loss of identifiability

Joseph Rynkiewicz

This paper discusses the asymptotic behavior of regression models under general conditions. First, we give a general inequality for the difference of the sum of square errors (SSE)…

cs.NE2012★ 15 cited

Neural Networks for Complex Data

Marie Cottrell, Madalina Olteanu, Fabrice Rossi +2

Artificial neural networks are simple and efficient machine learning tools. Defined originally in the traditional setting of simple vector data, neural network models have evolved…

math.ST2012★ 65 cited

General bound of overfitting for MLP regression models

Joseph Rynkiewicz

Multilayer perceptrons (MLP) with one hidden layer have been used for a long time to deal with non-linear regression. However, in some task, MLP's are too powerful models and a sma…

math.ST2010

Asymptotic law of likelihood ratio for multilayer perceptron models

Joseph Rynkiewicz

We consider regression models involving multilayer perceptrons (MLP) with one hidden layer and a Gaussian noise. The data are assumed to be generated by a true MLP model and the es…