Hausdorff Calculus: Applications to Fractal Systems

<p>The series is devoted to the publication of high-level monographs which cover progresses in fractional calculus research in mathematics and applications in physics, mechanics, engineering and biology etc. Methodological aspects e.g., theory, modeling and computational methods are presented from mathematical point of view, and emphases are placed in computer simulation, analysis, design and control of application-oriented issues in various scientific disciplines. It is designed for mathematicians, and researchers using fractional calculus as a tool in the field of physics, mechanics, engineering and biology. Contributions which are interdisciplinary and which stimulate further research at the crossroads of sciences and engineering are particularly welcomed. </p> <p>Editor-in-chief: Changpin Li, Shanghai University, China </p> <p>Editorial Board:<br>Virginia Kiryakova, Bulgarian Academy of Sciences, Bulgaria<br>Francesco Mainardi, University of Bologna, Italy<br>Dragan Spasic, University of Novi Sad, Serbia<br>Bruce Ian Henry, University of New South Wales, Australia<br>YangQuan Chen, University of California, Merced, USA </p> <p>Please submit book proposals to Leonardo Milla, <a href="mailto:leleonardo.milla@degruyter.com">leonardo.milla@degruyter.com</a></p> <p>This book introduces the fundamental concepts, methods, and applications of Hausdorff calculus, with a focus on its applications in fractal systems. Topics such as the Hausdorff diffusion equation, Hausdorff radial basis function, Hausdorff derivative nonlinear systems, PDE modeling, statistics on fractals, etc. are discussed in detail. It is an essential reference for researchers in mathematics, physics, geomechanics, and mechanics. </p>
Read more