Displaying similar documents to “Marek Kuczma”

On a linear functional equation with a mean-type mapping having no fixed points

Katarzyna Sajbura (2005)

Discussiones Mathematicae, Differential Inclusions, Control and Optimization

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Our aim is to study continuous solutions φ of the classical linear iterative equation φ(f(x,y)) = g(x,y)φ(x,y) + h(x,y), where the given function f is defined as a pair of means. We are interested in the case when f has no fixed points. In turns out that in such a case continuous solutions of (1) depend on an arbitrary function.

Professor Edward A. Friedman in a Nutshell

Editors (2015)

Serdica Journal of Computing

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Edward A. Friedman is Professor Emeritus of Technology Management at Stevens Institute of Technology. His undergraduate and doctoral degrees in Physics are from MIT (1957) and Columbia University (1963), respectively. As Dean of Stevens Institute of Technology (1973–1983) he led innovations on applications of computer and networking technologies in undergraduate education, which were studied and emulated by universities worldwide. Dr. Friedman was responsible for the pioneering requirement...