Mixed Type Of Additive And Quintic Functional Equations
The different types of functional equations are described and solved in Chapters 3 to 8. An interesting feature of the book is that it deals with functional networks, a powerful generalization of neural networks that allows solving many practical problems. The second part of the book, Chapters 9 to 13, is devoted to the applications of this important paradigm.
The book contains many examples and end of chapter exercises, that facilitates the understanding of the concepts and applications. Undergraduate honors students in mathematics, and engineering as well as graduate students in artificial Intelligence, engineering and statistics. In addition, students in Economics programs will also be interested in this book as many of the applications illustrated are from economics fields. We are always looking for ways to improve customer experience on Elsevier.
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Conference Dynamical Systems, Difference and Functional Equations
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Introduction and motivation 2. Some methods for solving functional equations. Equations for one function of one variable. Equations with several functions in one variable.
Equation for one function of several variables. Equations with functions of several variables. Functional equations and differential equations. Vector and matrix equations. Applications of Functional Equations.
Functional Networks. Applications to Science and Engineering.
Applications to Economics. Applications to Probability and Statistics.
Related Functional Equations in Applied Sciences
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