Optimization In Engineering Sciences: Exact Methods (iste)
by Pierre Borne /
2012 / English / PDF
5.6 MB Download
The purpose of this book is to present the main methods of static
and dynamic optimization. It has been written within the
framework of the European Union project – ERRIC (Empowering
Romanian Research on Intelligent Information Technologies),
funded by the EU’s FP7 Research Potential program and developed
in cooperation between French and Romanian teaching
researchers.
The purpose of this book is to present the main methods of static
and dynamic optimization. It has been written within the
framework of the European Union project – ERRIC (Empowering
Romanian Research on Intelligent Information Technologies),
funded by the EU’s FP7 Research Potential program and developed
in cooperation between French and Romanian teaching
researchers.
Through the principles of various proposed algorithms (with
additional references) this book allows the interested reader to
explore various methods of implementation such as linear
programming, nonlinear programming – particularly important given
the wide variety of existing algorithms, dynamic programming with
various application examples and Hopfield networks. The book
examines optimization in relation to systems identification;
optimization of dynamic systems with particular application to
process control; optimization of large scale and complex systems;
optimization and information systems.
Through the principles of various proposed algorithms (with
additional references) this book allows the interested reader to
explore various methods of implementation such as linear
programming, nonlinear programming – particularly important given
the wide variety of existing algorithms, dynamic programming with
various application examples and Hopfield networks. The book
examines optimization in relation to systems identification;
optimization of dynamic systems with particular application to
process control; optimization of large scale and complex systems;
optimization and information systems.