parameter-estimation

Tag

Cards List
#parameter-estimation

Multimodal Item Parameter Estimation using Simulated Response Probabilitie

arXiv cs.CL · 2026-08-12 Cached

This paper describes using a fine-tuned multimodal LLM based on Qwen3.5 to simulate student response probabilities and estimate item difficulty parameters for multiple-choice assessments, approximating 3PL and MCM curves.

0 favorites 0 likes
#parameter-estimation

Efficient Learning of Truncated Boolean Product Distributions: Influence to the Rescue

arXiv cs.LG · 2026-07-28 Cached

This paper presents improved algorithms for learning truncated Boolean product distributions, achieving sample complexity that matches the untruncated minimax rate using the concept of influence from Boolean function analysis.

0 favorites 0 likes
#parameter-estimation

An Introduction to Bayesian and Frequentist Simulation-Based Inference with Machine Learning

arXiv cs.LG · 2026-07-27 Cached

A tutorial overview of simulation-based inference (SBI) with machine learning, covering Bayesian and frequentist frameworks, methods like neural posterior estimation, and validation techniques.

0 favorites 0 likes
#parameter-estimation

A Bayesian Filtering Approach for Learning Lagrangian Dynamics from Noisy Measurements

arXiv cs.LG · 2026-07-01 Cached

This paper presents a Bayesian filtering approach to learn Lagrangian dynamics from partial, noisy measurements by parameterizing kinetic and potential energies with neural networks and jointly estimating states and parameters via maximum likelihood.

0 favorites 0 likes
#parameter-estimation

The Degeneracy Distillery

arXiv cs.LG · 2026-06-24 Cached

This paper introduces the degeneracy distillery, a method that automatically detects and resolves degenerate parameter combinations in physical models by estimating and flattening the Fisher information matrix, reducing the simulation budget required for neural posterior estimation while providing physical insight.

0 favorites 0 likes
#parameter-estimation

Loss Landscape Diagnosis for Gradient-Based Gray-Scott System Inversion: Disentangling the Roles of PINN Components

arXiv cs.LG · 2026-06-11 Cached

This paper diagnoses the loss landscape of gradient-based inversion for the Gray-Scott reaction-diffusion system, showing that direct backpropagation fails due to flat plateaus and sharp cliffs, while PINN components like residual loss smooth the landscape. The findings provide design implications for PINN-type methods.

0 favorites 0 likes
← Back to home

Submit Feedback