#bayesian inference

33 results
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
cs.LG2026

BayesAME: Bayesian Active Model Evaluation

Paula Cordero Encinar, Taylan Cemgil, Arnaud Doucet +2

BayesAME is a Bayesian sequential framework that automatically determines the size of a coreset for evaluating large generative models, using latent ability models and information‑…

#model evaluation#active learning#bayesian inference#coreset selection
cs.AI2026

Partner Capability Estimation for Task-Agnostic Adaptation in Ad-Hoc Teamwork

Peter Tisnikar, Maja Swieczkowska, Benteng Ma +2

The paper proposes a Bayesian method (CE-CM) for estimating hidden partner capabilities in multi‑task ad‑hoc teamwork, allowing agents to plan with decentralized execution and adap…

#ad-hoc teamwork#capability estimation#multi-task planning#human‑AI collaboration
astro-ph.HE2026

QuickGWecc: Fast Bayesian pipeline for searching eccentric binaries in pulsar timing array data

Lankeswar Dey, Bence Bécsy, Abhimanyu Susobhanan +1

The paper introduces QuickGWecc, a fast Bayesian pipeline that extends the QuickCW framework to efficiently search for continuous gravitational waves from eccentric supermassive bl…

#pulsar timing arrays#eccentric binaries#gravitational wave detection#bayesian inference
astro-ph.IM2026

ForMoSA: Forward Modeling tool for Spectral Analysis

ForMoSA Collaboration, Simon Petrus, Paulina Palma-Bifani +9

ForMoSA is an open‑source Python package that uses Bayesian methods to fit spectroscopic and photometric data of directly imaged young planetary‑mass brown dwarfs and exoplanets, s…

#spectral analysis#bayesian inference#exoplanet characterization#direct imaging
stat.ME2026

Reclaiming the "frequentist" role of marginal likelihood in Bayesian belief revision

Abdelhakim Aknouche

The paper argues that the marginal likelihood in Bayesian updating should be treated as an active regularizer rather than a static constant, showing its role in governing the long‑…

#bayesian inference#marginal likelihood#online estimation#regularization
q-bio.NC2026

Three Failures of Pain Location: Why the Diagnostic Utility of Symptom Localization Is Not One Thing

Adam Y Shavit

The paper identifies three distinct ways that patient-reported pain location can fail to aid diagnosis and proposes a spatial Bayesian model that separates reported location from f…

#pain localization#diagnostic utility#bayesian inference#inverse problems
eess.SP2026

Adaptive Score-Based VAMP: Self-Tuning Hyperparameters via Tilted EM

Siqi Na, Tadashi Wadayama

The paper proposes an adaptive version of score‑based vector approximate message passing (SC‑VAMP) that automatically tunes hyperparameters using a local tilted EM step, achieving…

#approximate message passing#bayesian inference#hyperparameter tuning#expectation-maximization
stat.CO2026

Higher-Order Hit-&-Run Samplers for Linearly Constrained Densities

Richard D. Paul, Anton Stratmann, Johann F. Jadebeck +4

The paper introduces a new MCMC algorithm that combines higher‑order information (gradients and curvature of the log‑density) with Hit‑and‑Run proposals to efficiently sample distr…

#mcmc#constrained sampling#hit-and-run#higher-order methods
math.NA2026

Operator-Split Bayesian Learning for Elliptic PDEs with Unequal Interior and Boundary Data

Emmanuel E. Oguadimma

The paper introduces an operator-split Bayesian learning framework that uses independent Bayesian neural‑network priors for interior source and boundary data to solve second‑order…

#bayesian inference#elliptic partial differential equations#operator splitting#bayesian neural networks
astro-ph.IM2026

Joint Estimation of Properties of the Lunar Subsurface and Galactic Foregrounds with LuSEE-Night

Fatima Yousuf, Zack Li, Stuart D. Bale +36

The paper presents a Bayesian method to simultaneously estimate the dielectric properties of the lunar subsurface at the LuSEE‑Night landing site and the parameters of the galactic…

#lunar subsurface#low‑frequency radio astronomy#galactic foregrounds#instrument calibration
cs.RO2026

IMMNet: Hybrid Fusion of Model-based and Data-driven Approaches for Maneuvering Target Tracking

Yixuan Zhao, Chaoqun Yang, Lin Gao +2

The paper introduces IMMNet, a hybrid algorithm that combines the interacting multiple model (IMM) Bayesian framework with learnable neural network components to improve three‑dime…

#target tracking#interacting multiple model#neural networks#sensor fusion
stat.ME2026

Mixture of Directed Graphical Models for Discrete Spatial Random Fields

J. Brandon Carter, Catherine A. Calder

The paper introduces a mixture of directed graphical models (MDGMs) as a computationally efficient Bayesian alternative to traditional Markov random field approaches for modeling d…

#spatial statistics#directed graphical models#mixture models#bayesian inference
nucl-th2026

Bayesian Inference for Extracting Barrier Distributions from Fusion Excitation Functions

Aaron Philip, Pablo Giuliani, Kyle Godbey

The paper presents a Bayesian machine‑learning approach (AutoBNN) for extracting nuclear barrier distributions from sparse fusion excitation function data, providing calibrated unc…

#barrier distributions#fusion excitation functions#bayesian inference#machine learning
cs.CV2026

Fundamental Recovery Bounds for SPAD Signals under Stationary Flux

Lior Dvir, Nadav Torem, Mohit Gupta +1

The paper derives likelihood score functions for three SPAD sensing modes, establishes fundamental Cramér‑Rao recovery limits (including Bayesian extensions), and proposes diffusio…

#single-photon imaging#spad sensors#statistical signal recovery#cramer-rao bounds
stat.ML2026

Neural Architectures for Amortized Bayesian Inference: Statistical Foundations and Empirical Assessments

Roy Shivam Ram Shreshtth, Arnab Hazra, Gourab Mukherjee

The paper examines how neural network architectures such as feedforward nets, Deep Sets, and Transformers can be used to amortize Bayesian inference, providing fast approximate pos…

#amortized inference#bayesian inference#neural networks#deep learning
cs.IT2026

Decision Making Needs Uncertainty Quantification [Lecture Notes]

Osvaldo Simeone

The note explains how representing uncertainty appropriately is essential for optimal decision making, showing that risk‑neutral agents need full posterior distributions while risk…

#decision making#uncertainty quantification#risk aversion#robust optimization
physics.optics2026

Peak-Decomposition-Free Inverse Metrology of Hyperspectral Moiré Photoluminescence

Katsunori Wakabayashi

The paper introduces a peak‑decomposition‑free inverse framework that uses descriptor maps derived from hyperspectral photoluminescence data of moiré transition‑metal dichalcogenid…

#hyperspectral photoluminescence#moiré heterobilayers#inverse modeling#disorder diagnostics
q-bio.NC2026

Optimal photostimulation selection for iterative activity maps

Jacob J. Morra, Kaitlyn E. Fouke, Owen Traubert +1

The paper introduces OPhELIA, a Bayesian framework that selects informative optogenetic stimulation patterns to efficiently map neural connectivity with limited experimental trials…

#optogenetics#active learning#connectomics#bayesian inference
← Prev1 / 2Next →