C. Durot

most citedOn the

L_{p}

-error of monotonicity constrained estimators

39 citations · 42 across the 2 of their papers we have counts for

collaborators

2 papers

math.ST2009★ 3 cited

Estimating the joint distribution of independent categorical variables via model selection

C. Durot, E. Lebarbier, A. -S. Tocquet

Assume one observes independent categorical variables or, equivalently, one observes the corresponding multinomial variables. Estimating the distribution of the observed sequence a…

math.ST2007★ 39 cited

On the $L_{p}$ -error of monotonicity constrained estimators

Cécile Durot

We aim at estimating a function $λ : [0, 1] \to R$ , subject to the constraint that it is decreasing (or increasing). We provide a unified approach for studying the $\mathbb {…

Estimating the joint distribution of independent categorical variables via model selection

On the Lp​-error of monotonicity constrained estimators

On the $L_{p}$ -error of monotonicity constrained estimators