Published July 18, 2024 | Version 0.7.0
Python Library

Captum

Owner

Description

Captum is a model interpretability and understanding library for PyTorch. Captum means comprehension in Latin and contains general purpose implementations of integrated gradients, saliency maps, smoothgrad, vargrad and others for PyTorch models. It has quick integration for models built with domain-specific libraries such as torchvision, torchtext, and others.

Captum is integrated in the Kaa Explainability Platform

Documentation

Methodological Guidelines

Scientific Contribution

Benchmark

Application over use-case

State of the Art

Support

Support for Captum must be obtained directly from the component owners, you can contact them directly here

 

Additional details

Trustworthy Attributes
Accountability
Engineering roles
Human Cognition Engineer
Embedded Software Engineer
ML-Algorithm Engineer
Data Engineer
Use cases
Vision
Visual Inspection
Object Reidentification
Time series
NLP
Surrogate Model
Functional Set
Explainability
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