|| Special Issue ||Industrial Applications of Recent Advancements of Mathematics

 

 

 

Deadline for Submissions: 30 March 2024

 

 

 

Special Issue Editors

 

 

 

Guest Editor

Prof. Dr. Davron Aslonqulovich       Juraev

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Website

 

 

 

Affiliation

Department of Scientific Research, Innovation and Training of Scientific and Pedagogical Staff, University of Economy and Pedagogy, Karshi, Uzbekistan

 

Interests

ill-posed problems; approximate solutions; fundamental and regular solutions; Cauchy problem; boundary problems

 

 

 

Guest Editor

Prof. Dr. Samad Noeiaghdam

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Website

 

 

 

Affiliation

Industrial Mathematics Laboratory Irkutsk National Research Technical University, Irkutsk, Russia;

Department of Applied Mathematics and Programming South Ural State University, Chelyabinsk, Russia

 

Interests

mathematical modelling; numerical modelling; applied and computational mathematics; industrial mathematics

 

 

 

Guest Editor

Prof. Dr. Yusif Soltan oglu Gasimov

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Website

 

Affiliation

Vice-rector for Science, Azerbaijan University, Baku, Azerbaijan; Institute of Mathematics and Mechanics, Azerbaijan National Academy of Sciences, Baku, Azerbaijan

 

Interests

inverse problems; analysis; applied mathematics; integral equations; boundary problems

 

 

 

Guest Editor

Prof. Dr. Praveen Agarwal

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Website

 

Affiliation

Department of Mathematics, Anand International College of Engineering, Jaipur, India

 

Interests

nonlinear systems; fractional calculus; integral transform; special function; mathematics physics

 

 

 

Guest Editor

Prof. Dr. Shilpi Jain

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Website

 

Affiliation

Department of Mathematics, Poornima College of Engineering, Jaipur, India

 

Interests

interests: nonlinear systems; fractional calculus; applied mathematics; numerical analysis; special functions

 

 

 

Special Issue Information

 

 

 

We seek studies on new and innovative approaches to solving mathematical physics problems in linear and nonlinear forms. We seek studies on new and innovative approaches to solving mathematical physics problems in linear and nonlinear forms. We also aim to cover direct and inverse problems, as well as ill-posed problems of the equations of mathematical physics. We welcome submissions presenting new theoretical results, structural investigations, new models and algorithmic approaches, and new applications of mathematics in science and technology.

This special issue will focus on the development of mathematical modeling, analysis and applications from theoretical and numerical perspectives involving different applied sciences and engineering. We believe that the Contemporary Mathematics is one of the most appropriate outlets for the publication of research related to this topic and both original research works and review articles are called for this special journal issue.

 

 

Keywords:

  • ill-posed problems;
  • approximate solutions;
  • fundamental and regular solutions;
  • boundary problems;
  • integral equations;
  • numerical and analytical methods;
  • mathematical models;
  • inverse problems;
  • nonlinear systems;
  • fractional calculus;
  • special function;
  • mathematics physics.

 

 

 

 

Published Papers

 

 

 

This special issue is now open for submission.