Neural Koopman Lyapunov Control

Vrushabh Zinage

Last update: Dec 24, 2022

Related tags

Deep Learning Neural-Koopman-Lyapunov-Control

Overview

Neural-Koopman-Lyapunov-Control

Code for our paper: Neural Koopman Lyapunov Control

Requirements

The learning framework consists of the learner and falsifier (or verifier). The learner simultaneously learns the Control Lyapunov Function (CLF), Koopman based observables (encoder), decoder and the matrices constituting the Koopman bilinear system. The falsifier (SMT solver) is used to generate counterexamples that do no satisfy the Control Lyapunov conditions (or satisfy the falsification constraint). These counterexamples are added to the training set. The process is repeated till the SMT solver is not able to generate any counterexamples.

A typical process is as follows:

Define the neural network for the Control Lyapunov function (CLF), encoder (Koopman observables) and decoder.
Collect data from the unknown nonlinear system and add them to the training set
Set checking conditions for falsifier (falsification constraint)
Start training and verifying
Procedure stops when no counterexample is found by the SMT solver

If you face any issues installing the packages, please feel free to directly run the codes on Google Colab.

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Neural Koopman Lyapunov Control

Related tags

Overview

Neural-Koopman-Lyapunov-Control

Requirements

A typical process is as follows:

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