Special Issue: Iterative Processes and their Applications

Guest Editors

Prof. Dr. Ioannis Argyros
Department of Mathematical Sciences, Cameron University, Lawton, OK, USA
Email: iargyros@cameron.edu
Website: https://www.cameron.edu/computing-and-mathematical-sciences/faculty-staff
Interests: numerical analysis; numerical functional analysis; iterative methods for solving equations and systems of equations


Dr. Ramandeep Behl
Department of Mathematics, Faculty of Science, King Abdulaziz University, Jeddah, Saudi Arabia
Email: ramanbehl87@yahoo.in
Website: https://orcid.org/0000-0003-1505-8945
Interests: nonlinear equations and systems; Newton method; basin of attraction; Banach space; fixed point


Prof. Dr. Santhosh George
Department of Mathematical and Computational Sciences, National Institute of Technology Karnataka, Mangalore, India
Email: sgeorge@nitk.edu.in
Website: https://scholar.google.co.in/citations?user=csgli1AAAAAJ
Interests: functional analysis; inverse and ill-posed problems; regularization methods; nonlinear analysis; iterative methods


Dr. Samundra Regmi
Department of Mathematics, University of Houston, Houston, TX, USA
Email: sregmi5@uh.edu
Website: https://orcid.org/0000-0003-0035-1022
Interests: numerical analysis; scientific computing; applied mathematics; data science

Manuscript Topics

There has been a surge recently in the study of iterative processes for solving equations.
This is the case,since a plethora of applications from diverse disciplines such as
Mathematica:Biology,Chemistry,Economics,Medicine,Physics,Optimization,Scientific Computing and also Engineering Sciences to mention some are converted to solving an equation defined on an a suitable abstract space usually iteratively, since the analytical solution is obtained only in special cases.Articles involving iterative processes are most welcome.


Below is an incomplete list of research areas:
• Inverse Problems.
• Single Step Processes.
• Multistep Processes.
• Multipoint Processes.
• Increasing the Convergence Order of Processes.
• Extending the Convergence Domain of Processes.


Keyword: Iterative Process, Banach,Hilbert, Eucldean Space, Local, Semi-local, Global Convergence, Order of Convergence


Instructions for authors
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Please submit your manuscript to online submission system
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Paper Submission

All manuscripts will be peer-reviewed before their acceptance for publication. The deadline for manuscript submission is 15 February 2024

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