Abstract
Fractal represents a special feature of nature and functional objects. However, fractal based computing can be applied to many research domains because of its fixed property resisted deformation, variable parameters and many unpredictable changes. Theoretical research and practical application of fractal based computing have been hotspots for 30 years and will be continued. There are many pending issues awaiting solutions in this domain, thus this thematic issue containing 14 papers publishes the state-of-the-art developments in theorem and application of fractal based computing, including mathematical analysis and novel engineering applications. The topics contain fractal and multifractal features in application and solution of nonlinear odes and equation.
Highlights
Fractal based computing has been applied to a variety of research domains and applications because fractals is a fixed and special characteristic for natural and functional objects.[1]
Since the 1980s, theoretical research and practical application of fractal computing have been a hotspot in natural science and engineering
OVERVIEW OF WORKS IN THIS THEMATIC ISSUE. The papers of this issue revolve around a special topic covering fractal based computing in theoretical research and engineering application
Summary
Fractal based computing has been applied to a variety of research domains and applications because fractals is a fixed and special characteristic for natural and functional objects.[1]. This is an Open Access article published by World Scientific Publishing Company. By using fractal computing technology, researchers can seek fixed structure and property of complex dynamical process in engineering and improve the theoretical and practical system in these domains. The guest editors of this special issue have been working on this domain for many years,[2,3,4,5,6,7] and yet there remains many unsolved areas. The objective of this thematic issue is to showcase state-of-the-art developments in fractal computing theorem and application, including mathematical analysis and novel engineering applications
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