Journal article

A max-plus primal space fundamental solution for a class of differential Riccati equations

Peter M Dower, Huan Zhang

Mathematics of Control, Signals, and Systems | SPRINGER LONDON LTD | Published : 2017

DOI: 10.1007/s00498-017-0200-2

Related Projects (1)

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Efficient computational methods for worst-case analysis and optimal control of nonlinear dynamical systems

Natural and technological systems can exhibit extremely complicated behaviour in worst-case scenarios. This project will develop efficient m..

Grants

Awarded by AFOSR /AOARD

Funding Acknowledgements

Research partially supported by the Australian Research Council and AFOSR /AOARD Grants DP120101549 and FA2386-12-1-4084.

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Keywords

Science & Technology
Engineering
Technology
Max-Plus Methods
Differential Riccati Equations
Engineering, Electrical & Electronic
Physical Sciences
Fundamental Solutions
Mathematics
Mathematics, Interdisciplinary Applications
Automation & Control Systems
Dynamic Programming Semigroups