Uncertainty Toolbox: a Python toolbox for predictive uncertainty quantification, calibration, metrics, and visualization
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Updated
Mar 5, 2025 - Python
Uncertainty Toolbox: a Python toolbox for predictive uncertainty quantification, calibration, metrics, and visualization
Sensitivity Analysis Library in Python. Contains Sobol, Morris, FAST, and other methods.
A Library for Uncertainty Quantification.
A Python-based toolbox of various methods in decision making, uncertainty quantification and statistical emulation: multi-fidelity, experimental design, Bayesian optimisation, Bayesian quadrature, etc.
A library for Bayesian neural network layers and uncertainty estimation in Deep Learning extending the core of PyTorch
Python package for conformal prediction
Chaospy - Toolbox for performing uncertainty quantification.
A Python library for amortized Bayesian workflows using generative neural networks.
Open-source framework for uncertainty and deep learning models in PyTorch 🌱
A Python toolbox for conformal prediction research on deep learning models, using PyTorch.
👋 Puncc is a python library for predictive uncertainty quantification using conformal prediction.
UQpy (Uncertainty Quantification with python) is a general purpose Python toolbox for modeling uncertainty in physical and mathematical systems.
DeepHyper: Scalable Asynchronous Neural Architecture and Hyperparameter Search for Deep Neural Networks
Uncertainty Quantification 360 (UQ360) is an extensible open-source toolkit that can help you estimate, communicate and use uncertainty in machine learning model predictions.
Uncertainpy: a Python toolbox for uncertainty quantification and sensitivity analysis, tailored towards computational neuroscience.
Next-generation camera-modeling toolkit
Official pytorch implementation of the paper "Bayesian Meta-Learning for the Few-Shot Setting via Deep Kernels" (NeurIPS 2020)
Lightning-UQ-Box: Uncertainty Quantification for Neural Networks with PyTorch and Lightning
Analysis of digital elevation models (DEMs)
Official Implementation for the "Conffusion: Confidence Intervals for Diffusion Models" paper.
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