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Modeling in Mathematics: Atlantis Transactions in Geometry, cartea 2

Editat de Johan Gielis, Paolo Emilio Ricci, Ilia Tavkhelidze
en Limba Engleză Hardback – 21 apr 2017
This book contains a collection of papers presented at the 2nd Tbilisi Salerno Workshop on Mathematical Modeling  in March 2015.  The focus is on applications of mathematics in physics, electromagnetics, biochemistry and botany, and covers such  topics as multimodal logic, fractional calculus, special functions,  Fourier-like solutions for PDE’s,  Rvachev-functions and linear dynamical systems.  Special  chapters focus on recent uniform analytic descriptions of natural and abstract shapes using the Gielis Formula.  The book is intended for a wide audience with interest in application of mathematics to modeling in the natural sciences.


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Specificații

ISBN-13: 9789462392601
ISBN-10: 9462392609
Pagini: 196
Ilustrații: X, 185 p. 71 illus., 59 illus. in color.
Dimensiuni: 160 x 241 x 17 mm
Greutate: 0.47 kg
Ediția:1st ed. 2017
Editura: ATLANTIS PRESS
Colecția Atlantis Transactions in Geometry
Seria Atlantis Transactions in Geometry

Locul publicării:Paris, Netherlands

Textul de pe ultima copertă

This book contains a collection of papers presented at the 2nd Tbilisi Salerno Workshop on Mathematical Modeling  in March 2015.  The focus is on applications of mathematics in physics, electromagnetics, biochemistry and botany, and covers such  topics as multimodal logic, fractional calculus, special functions,  Fourier-like solutions for PDE’s,  Rvachev-functions and linear dynamical systems.  Special  chapters focus on recent uniform analytic descriptions of natural and abstract shapes using the Gielis Formula.  The book is intended for a wide audience with interest in application of mathematics to modeling in the natural sciences.

Caracteristici

The book contains a wealth of modern modeling tools for natural phenomena Key developments are explained step by step with clear illustrations and supported by online material The single source for modeling based on the Gielis Formula and Generalized Mobius-Listing surfaces and bodies Includes supplementary material: sn.pub/extras