Published October 31, 2024 | Version 1.1.0
Python Library Open

Anomaly detection using 1D-CNN

Owner

Description

Implementation of a two-step method for anomaly detection using deep 1D-CNN architectures: Implementation of a two-step method for anomaly detection using deep 1D-CNN architectures:
1) Learning step : use pretext tasks to learn a representation of the data in a self-supervised way
2) Anomaly detection step : raise an anomaly each time the data reconstruction score is greater than a given threshold

Documentation

Methodological Guidelines

Benchmarks

Applications over use-cases

A restricted demonstrator is available here. It relies on a time-series data quality use-case.

Support

Support for Anomaly detection using 1D-CNN must be obtained directly from the component owners.

Files

Files (15.1 kB)

Name Size Download all
md5:b58316c7857c191a290ee5580d452c34
15.1 kB Download

Additional details

Trustworthy Attributes
Reliability
Engineering roles
Data Engineer
Use cases
Time series
Functional Set
Data Life cycle
Functional maturity
Technological maturity
Image Link
data:image/jpeg;base64,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