activity
20222025
most citedSpectral Gap-Based Seismic Survey Design

9 citations · 10 across the 7 of their papers we have counts for

collaborators

7 papers

math.ST2025

A Latent-Variable Formulation of the Poisson Canonical Polyadic Tensor Model: Maximum Likelihood Estimation and Fisher Information

Carlos Llosa-Vite, Daniel M. Dunlavy, Richard B. Lehoucq +2

We establish parameter inference for the Poisson canonical polyadic (PCP) model of tensor count data through a latent-variable formulation. Our approach exploits the property that…

math.ST2025

Near-Efficient and Non-Asymptotic Multiway Inference

Oscar López, Arvind Prasadan, Carlos Llosa-Vite +2

We establish non-asymptotic efficiency guarantees for tensor decomposition-based inference in count data models. Under a Poisson framework, we consider two related goals: (i) param…

cs.DS2024

Simple and Nearly-Optimal Sampling for Rank-1 Tensor Completion via Gauss-Jordan

Alejandro Gomez-Leos, Oscar López

We revisit the sample and computational complexity of completing a rank-1 tensor in , given a uniformly sampled subset of its entries. We present…

cs.IT2024

The Average Spectrum Norm and Near-Optimal Tensor Completion

Oscar López, Richard Lehoucq, Carlos Llosa-Vite +2

We introduce a new tensor norm, the average spectrum norm, to study sample complexity of tensor completion problems based on the canonical polyadic decomposition (CPD). Properties…

stat.ML2023

Spectral gap-based deterministic tensor completion

Kameron Decker Harris, Oscar López, Angus Read +1

Tensor completion is a core machine learning algorithm used in recommender systems and other domains with missing data. While the matrix case is well-understood, theoretical result…

cs.IT2022★ 9 cited

Spectral Gap-Based Seismic Survey Design

Oscar López, Rajiv Kumar, Nick Moldoveanu +1

Seismic imaging in challenging sedimentary basins and reservoirs requires acquiring, processing, and imaging very large volumes of data (tens of terabytes). To reduce the cost of a…

stat.ME2022★ 1 cited

Zero-Truncated Poisson Regression for Sparse Multiway Count Data Corrupted by False Zeros

Oscar López, Daniel M. Dunlavy, Richard B. Lehoucq

We propose a novel statistical inference methodology for multiway count data that is corrupted by false zeros that are indistinguishable from true zero counts. Our approach consist…