activity
20242026
most citedBayesian neural networks with interpretable priors from Mercer kernels

1 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

eess.SY2026

Bayesian thermal digital twin for a space habitat subjected to an impact event

Sreehari Manikkan, Seungho Rhee, Herta Montoya +3

Space habitats may experience disruptive events, such as micro-meteorite impacts, that can induce structural damage and thermal anomalies in the interior environment, requiring res…

stat.AP2026

Modeling diesel output particulate matter as the Ornstein-Uhlenbeck process

Maxwell Bolt, Alex Alberts, Akash S. Desai +2

Diesel engine particulate matter (PM) is one of the most challenging emission constituents to predict. As engines become cleaner and emissions levels drop, manufacturers need relia…

physics.comp-ph2026

Bayesian identification of fibrous insulation thermal conductivity towards design of spacecraft thermal protection systems

Alex Alberts, Akshay Jacob Thomas, Kamran Daryabeigi +1

The design of spacecraft thermal protection systems (TPS) requires accurate knowledge of thermal transport properties across wide ranges of temperature and pressure. For fibrous in…

stat.ML2025★ 1 cited

Bayesian neural networks with interpretable priors from Mercer kernels

Alex Alberts, Ilias Bilionis

Quantifying the uncertainty in the output of a neural network is essential for deployment in scientific or engineering applications where decisions must be made under limited or no…

stat.ML2025

An interpretation of the Brownian bridge as a physics-informed prior for the Poisson equation

Alex Alberts, Ilias Bilionis

Many inverse problems require reconstructing physical fields from limited and noisy data while incorporating known governing equations. A growing body of work within probabilistic…

math-ph2024★ 1 cited

Uniqueness of MAP estimates for inverse problems under information field theory

Alex Alberts, Ilias Bilionis

Information field theory (IFT) is an emerging technique for posing infinite-dimensional inverse problems using the mathematics found in quantum field theory. Under IFT, the field i…