Mathematical Physics: Volume II - Numerical Methods

Authors

Aleksandar Sedmak, Faculty of Mechanical Engineering University of Belgrade Kraljice Marije 16, 11000 Belgrade, Serbia; Simon Sedmak, Faculty of Mechanical Engineering, University of Belgrade, Serbia; Nikola Mladenović, Faculty of Mechanical Engineering, University of Belgrade, Serbia; Rade Vignjević, Mechanical and Aerospace Engineering, College of Engineering, Design and Physical Sciences, UK; Sreten Mastilović, Institute for Multidisciplinary Research, University of Belgrade, Serbia

Keywords:

Mathematical Physics, Numerical Methods

Synopsis

This book is mainly based on the material initially published in Serbian, in 2021, by the University of Belgrade, Faculty of Mining and Geology, under the title Mathematical Physics (Theory and Examples). For the purpose of this book the material from the Serbian edition was reviewed, amended, and translated, with new material added in two final chapters in the second volume. We have divided text into two separate volumes:

  • Mathematics of Physics - Analytical Methods
  • Mathematics of Physics - Numerical Methods.

The first volume consists of 8 chapters:

- The first 7 chapters were written by Dragoslav Kuzmanovi´c, Dobrica Nikoli´c and Ivan Obradovi´c, and correspond to the text from Chapters 1-8 of the Serbian edition, translated by Ivan Obradovi´c.
- The material of Chapter 8, which is of a monographic character, corresponds to the material of Chapter 9 in the Serbian edition, but was thoroughly reviewed and rewritten in English by Mihailo Lazarevi´c.

The second volume consists of 6 chapters:

- The first 3 chapters were written by Aleksandar Sedmak and correspond to Chapter 10 of the Serbian edition, restructured and reviewed, and then translated by Simon Sedmak.
- Chapter 4 corresponds to the text of Chapter 11 of the Serbian edition, written and translated by Nikola Mladenovi´c.
- Chapters 5 and 6, written by Rade Vignjevi´c and Sreten Mastilovi´c, respectively, offer completely new material.

Chapters 4, 5 and 6 are of a monographic character.

Forthcoming

20 November 2022

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