American Journal of Numerical Analysis
Solving of system of linear equations often occur in a wide variety of area, including numerical differential equations, eigenvalue problems, economics models , design and computer analysis of circuits, power system networks, chemical engineering processes, physical and biological sciences. Therefore, it is important to solve these systems rapidly and accurately. There are various algorithms for solving such problems. Depending on the nature of the problem to be solved, these algorithms may not demonstrate sufficient performance or they may not even be able to find a numeric solution. In practice, therefore, it is necessary to provide some guidelines for selecting the most suitable algorithm to employ and propose some new efficient methods. We invite authors to submit original research articles as well as review articles on the latest and significant methods of numerical linear algebra for solving of system of linear equations.
About the issue
The scope of topics covered in the this issue include:
Submission Deadline: February, 2015Notification of Acceptance: May, 2015Final Version Due: June, 2015Special Issue Publishing Date: July, 2015
Chief Guest Editor
S.A. EdalatpanahDepartment of Applied Mathematics, University of Guilan & Islamic Azad UniversityEmail: email@example.com
Submit your article now
Manuscripts should be submitted as an attached file to an e-mail directed to the Chief Guest Editor, S.A. Edalatpanah at the address: <firstname.lastname@example.org>
or through the journal’s Paper Submission System.
Singular perturbation problems are of common occurrence in many branches of Applied Mathematics and Engineering including Fluid Mechanics, Chemical Reactor theory, Elasticity, Gas Porous Electrodes theory, Heat and Mass Transfer processes in composite materials with small Heat Conduction or Diffusion. The presence of a small perturbation parameter makes the numerical analysis of these problems more difficult. In this issue, we shall mainly consider the papers based on the efficient numerical methods on singular perturbation theory. Research articles, short notes, survey on any particular fields of singular perturbation are welcome for this issue. We also want to emphasize the young researcher’s article on the numerical methods. The application area of singular perturbation theory will be highly appreciated. The research article on the broad class of numerical analysis beyond singular perturbation can be also considered in this issue.
Submission Deadline: December 30, 2014Notification of Acceptance: March 31, 2015Final Version Due: April 30, 2015Special Issue Publishing Date: May 31, 2015
Dr. Pratibhamoy DasEinstein Foundation Fellow, TU BerlinEmail: email@example.com or firstname.lastname@example.org
Manuscripts should be submitted as an attached file (Only in doc as well as pdf format (both)) to an e-mail directed to the Chief Guest Editor, Dr. Pratibhamoy Das at the address: <email@example.com or firstname.lastname@example.org>. The doc files will be used only to upload the accepted papers at journal website.
AJNA is an open access journal. Hence, it requires few publication processing fee. Though, the publication fee on this special issue for few of the accepted articles can be fully waived depending on the research quality and editors choice by request.
Special Partial Differential Equations, Equations of Mixed and Composite types ,Non-classical Partial Differential Equations, Operator Equations ,Functional Differential Equations plays an extremely important role in the development of several branches of Mathematics, and have to an applications in the field of hydro-gas dynamics, modeling physical processes, here non-classical is defined as the model of mathematical physics, which are represented in the form of equation or systems of partial differential equations that do not fit into one of the classical types-elliptic, parabolic, or hyperbolic. In particular the non-classical models are described by the equations of mixed type(eg.Tricomi, Chaplygin equations etc.), the degenerate equations(for example, the Keldish equation or the equations of Sobolev’s type ,Barenblatt-Zhelt-Kochina , Barenblatt-Zsolt-Kochina equations and equation of mixed type with changing time direction, forward-backward equations. The special issue will provide a forum for researches and scientists to communicate their recent developments and to present their original results in the fields of well-posed and ill-posed local, nonlocal boundary value problems for partial differential equations, non-classical partial differential equations, partial differential equations of special mixed and composite types, their related applications.
Submission Deadline: December 25, 2014Notification of Acceptance: January 15, 2015Final Version Due: February 01, 2015Special Issue Publishing Date: February 20, 2015
Mahammad A. NurmammadovDepartment of Mathematics, Azerbaijan Architecture and Building UniversityDepartment of Mathematical Analysis of Baku state UniversityEmail: email@example.com
Manuscripts should be submitted as an attached file to an e-mail directed to the Chief Guest Editor, Mahammad A. Nurmammadov at the address: <firstname.lastname@example.org>