#bayesian inference

33 papers match

stat.CO2026

Maximum Likelihood and Bayesian Estimation for State-Space Models Using the Non-Gaussian Filter

Genshiro Kitagawa

The paper revisits deterministic non‑Gaussian filtering for nonlinear state‑space models, showing it can be used effectively for maximum likelihood and Bayesian estimation thanks t…

#state-space models#non-gaussian filter#maximum likelihood estimation#bayesian inference
math.NA2026

Bayesian Inference of Discretization Error Means in ODEs via Ensemble Kalman Filtering

Shoji Toyota, Yuto Miyatake

The paper introduces a Bayesian method that uses an Ensemble Kalman Filter to estimate the mean of discretization errors in ODE solvers, employing a Markov prior that reflects erro…

#bayesian inference#discretization error#ordinary differential equations#ensemble kalman filter
stat.ME2026

Bayesian Graphical Models under Positivity Constraints: A Scalable generalized likelihood Approach

Swarnali Raha, Partha Sarkar, Sirani Perera +1

The paper proposes a scalable Bayesian method for estimating precision matrices in Gaussian graphical models with total positivity constraints, using a D‑trace loss and spike‑and‑s…

#bayesian inference#gaussian graphical models#precision matrix estimation#total positivity
astro-ph.CO2026

Impact of numerical stability in Bayesian noise wave calibration on global 21-cm experiments

Saswata Dasgupta, Adarsh Kumar Dash, Dominic Anstey +3

The paper identifies and mitigates a numerical instability in the Bayesian noise‑wave calibration used for global 21‑cm experiments, improving reproducibility and accuracy of recei…

#global 21-cm signal#noise wave calibration#numerical stability#bayesian inference
stat.ME2026

Bayesian Plackett--Luce latent block models for ranked data

Lapo Santi, Nial Friel, Valeria Vitelli

The paper proposes a Bayesian latent block model that jointly clusters assessors and items for ranked data using a Plackett–Luce observation model, with inference via Gibbs samplin…

#bayesian inference#latent block model#plackett-luce ranking#co-clustering
math.OC2026

Dynamic output-feedback stabilization of uncertain linear dynamics via digital twins

Philipp A. Guth, Karl Kunisch, Sergio S. Rodrigues +1

The paper proposes a digital‑twin framework that runs alongside an uncertain linear system, using real‑time data to estimate the system state and parameters while generating a stab…

#digital twins#output‑feedback stabilization#parameter identification#uncertain linear dynamics