Special Issue Call for Papers

Journal of Mathematical Sciences and Applications

Special Issue Call for Papers

Special Issue on Journal of Advance Researches of Ring Theory

Journal of Advance Researches of Ring Theory is an international research journal, which publishes top-level work from all areas of theoretical and applied aspects of Ring Theory. Areas and subareas of interest include (but are not limited to) ,Structure of finite groups and algebraic groups, Representation of finite groups, Combinatorics, Galois theory, Ring theory, both commutative and non-commutative, Quantum groups, Combinatorial group theory and semigroup theory , Journal publishes research articles and reviews within the whole field of Ring Theory, and it will continue to provide information on the latest trends and developments in this ever-expanding subject.

About the issue

The scope of topics covered in the this issue include:

  • 1. Ring theory, both commutative and non-commutative.
  • 2. Structure of finite groups and algebraic groups.
  • 3. Representation of finite groups.
  • 4. Combinatorics, Galois theory.
  • 5. Quantum group.
  • 6. Combinatorial group theory.
  • 7. Semigroup theory.

Important dates

Submission Deadline: April 05, 2015
Notification of Acceptance: April 20, 2015
Final Version Due: May, 2015
Special Issue Publishing Date: June 01, 2015

Chief Guest Editor

C. Haetinger
Centro Universit´ario UNIVATES, 95900-000, Lajeado-RS, Brazil.
Email: chaet@univates.br

Guest Editor

Mehsin Jabel Atteya
Al-Mustansiriyah University, College of Education, Department of Mathematics, IRAQ.
Email: mehsinatteya@yahoo.com

Dalal lbraheem Rasen
Al-Mustansiriyah University, College of Education, Department of Mathematics, IRAQ.
Email: dalalresan@yahoo.com

Submit your article now

Manuscripts should be submitted as an attached file to an e-mail directed to the Chief Guest Editor, C. Haetinger at the address: <chaet@univates.br>

Special Issue on Representational consistency of mathematical models, molecules, fields

Representational consistency is a property of mathematical models, such as visual perception, free radical molecules, blood oxygen and more. Diverse applications include optical illusions, breast cancer & female reproduction, bisphenol A, blood oxygen level dependence, functional magnetic resonance, Alzheimer disease, image recovery & reconstruction, rheology and biology. The mathematical methods come from Differential Geometry, Shape Theory, Quantum harmonic oscillator, Non-commutative geometry and index theory. Representational consistency can be used to integrate electro-magnetic and chemical aspects of the nervous system. A diverse range of formulas can be developed for measuring representational consistency, ranging from childishly simple yet powerful formulas to deep and non-trivial.

About the issue

The scope of topics covered in the this issue include:

Index theory, Shape theory, Optical illusions, Visual perception, breast cancer & female reproduction, bisphenol A, blood oxygen level dependence, functional magnetic resonance, Alzheimer disease, image recovery & reconstruction, rheology and biology

Important dates

Submission Deadline: September 18, 2014
Notification of Acceptance: September 30, 2014
Final Version Due: October 16, 2014
Special Issue Publishing Date: November 07, 2014

Chief Guest Editor

Burzin Bhavnagri
Monash University, School of mathematical sciences
Email: bhavnagri@alumni.adelaide.edu.au

Submit your article now

Manuscripts should be submitted as an attached file to an e-mail directed to the Chief Guest Editor, Burzin Bhavnagri at the address: <bhavnagri@alumni.adelaide.edu.au>