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  • Language
    Python
  • License
    MIT License
  • Created over 8 years ago
  • Updated over 1 year ago

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Repository Details

Python Adaptive Signal Processing

This library is designed to simplify adaptive signal processing tasks within python (filtering, prediction, reconstruction). For code optimisation, this library uses numpy for array operations.

Also in this library is presented some new methods for adaptive signal processing. The library is designed to be used with datasets and also with real-time measuring (sample-after-sample feeding).

Tutorials and Documentation

Everything is on github:

http://matousc89.github.io/padasip/

Current Features

Data Preprocessing

  • Principal Component Analysis (PCA)
  • Linear Discriminant Analysis (LDA)

Adaptive Filters

The library features multiple adaptive filters. Input vectors for filters can be constructed manually or with the assistance of included functions. So far it is possible to use following filters:

  • LMS (least-mean-squares) adaptive filter
  • NLMS (normalized least-mean-squares) adaptive filter
  • LMF (least-mean-fourth) adaptive filter
  • NLMF (normalized least-mean-fourth) adaptive filter
  • SSLMS (sign-sign least-mean-squares) adaptive filter
  • NSSLMS (normalized sign-sign least-mean-squares) adaptive filter
  • RLS (recursive-least-squares) adaptive filter
  • GNGD (generalized normalized gradient descent) adaptive filter
  • AP (affine projection) adaptive filter
  • GMCC (generalized maximum correntropy criterion) adaptive filter
  • OCNLMS (online centered normalized least-mean-squares) adaptive filter
  • Llncosh (least lncosh) adaptive filter
  • Variable step-size least-mean-square (VSLMS) with Ang’s adaptation.
  • Variable step-size least-mean-square (VSLMS) with Benveniste’s adaptation
  • Variable step-size least-mean-square (VSLMS) with Mathews’s adaptation

Detection Tools

The library features two novelty/outlier detection tools

  • Error and Learning Based Novelty Detection (ELBND)
  • Learning Entropy (LE)
  • Extreme Seeking Entropy (ESE)