activity
20182026
most citedNonparametric, tuning-free estimation of S-shaped functions

3 citations · 3 across the 5 of their papers we have counts for

collaborators

7 papers

math.ST2026

Is the regression -test doubly robust?

Lucy Xia, Oliver Y. Feng, Yang Feng +2

We study the robustness of the -test in random design linear models, and reach a somewhat nuanced conclusion. On the positive side, one of our main results is that the size of t…

math.ST2025

Learning the score under shape constraints

Rebecca M. Lewis, Oliver Y. Feng, Henry W. J. Reeve +2

Score estimation has recently emerged as a key modern statistical challenge, due to its pivotal role in generative modelling via diffusion models. Moreover, it is an essential ingr…

stat.ME2025

Upgrading survival models with CARE

William G. Underwood, Henry W. J. Reeve, Oliver Y. Feng +3

Clinical risk prediction models are regularly updated as new data, often with additional covariates, become available. We propose CARE (Convex Aggregation of relative Risk Estimato…

math.ST2024

Optimal convex -estimation via score matching

Oliver Y. Feng, Yu-Chun Kao, Min Xu +1

In the context of linear regression, we construct a data-driven convex loss function with respect to which empirical risk minimisation yields optimal asymptotic variance in the dow…

stat.ME2021★ 3 cited

Nonparametric, tuning-free estimation of S-shaped functions

Oliver Y. Feng, Yining Chen, Qiyang Han +2

We consider the nonparametric estimation of an S-shaped regression function. The least squares estimator provides a very natural, tuning-free approach, but results in a non-convex…

math.ST2021

A unifying tutorial on Approximate Message Passing

Oliver Y. Feng, Ramji Venkataramanan, Cynthia Rush +1

Over the last decade or so, Approximate Message Passing (AMP) algorithms have become extremely popular in various structured high-dimensional statistical problems. The fact that th…

math.ST2018

Adaptation in multivariate log-concave density estimation

Oliver Y. Feng, Adityanand Guntuboyina, Arlene K. H. Kim +1

We study the adaptation properties of the multivariate log-concave maximum likelihood estimator over three subclasses of log-concave densities. The first consists of densities with…