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Journal of the Egyptian Mathematical Society
               
 
 
 
 
 
 
 
 
 
 
 
 
Aim and Scope

Effective January 1, 2024, JOEMS moved to NSP; All new submissions must be exclusively sent through the new web platform:

wi-academy.org/journals.  

https://www.wi-academy.org/journals/index.php/joems 

The Journal of the Egyptian Mathematical Society (JOEMS) is dedicated to rapidly publishing the highest quality short, regular, and expository papers. JOEMS considers only original and timely contributions containing new results in pure and applied mathematics and computational mathematics. Manuscripts may discuss fundamental or applied issues and should offer clear evidence of novelty and significance.

 

JOEMS accepts papers through a blind external review by professional colleagues in the relevant fields. Unless clearly below the journal’s standard, submitted articles will be sent to referees. At least two experts will generally review them to reach a decision as soon as possible. Where possible, the final decision is made on the basis that the referees are in accordance with one another. When there is a strong disagreement between referees, advice is sought from a journal’s Editorial Board member.

 

JOEMS provides a forum for the rapid publication of original research in the field. The journal’s scope encompasses all phenomena associated with all field of  mathematics. Review articles and original contributions are based on analytical, computational, and experimental methods. 

 

A list of research areas covered by the journal, but are not limited to the following: 

Pure Mathematics: 

Algebraic geometry

Algebraic topology

 Algorithms   Analysis of PDEs

Category theory

Classical analysis and ODEs  

Combinatorics  

Commutative algebra  

Complex variables

Computational mathematics

  Decision theory and decision analysis

Differential geometry  

  Dynamical systems 

Equations and inequalities

Functional analysis

Fuzzy sets and systems

General Mathematics    

General topology 

Geometric topology and analysis

Group theory

Harmonic analysis

History and overview

Information theory

Interdisciplinary Mathematics

K-theory and homology

Mathematical Logic

Mathematical and computational biology

Mathematical modeling

Metric geometry

Number theory

Numerical analysis

Operator algebras

Optimization and Control

Polynomials

Probability and statistics

Representation theory

Rings and algebra

Simulation

Spectral theory

Stochastic process and uncertainty

Symplectic geometry

Variational problems

Statistical distribution and probability

Stochastic processes and optimization

Algebra

Geometry

 

Applied mathematics:

Quantum Computations

Computational geometry

Computational fluid dynamics

Quantum Information

Computational optimization

Computational probability

Statistical computation and simulation

Computational intelligence

Computational complexity

Theoretical computer science

Computational physics

Boundary layer theory

Combustion

Complex flows and soft matter

Electrohydrodynamics and magnetohydrodynamics

Geophysical flows

Granular flows

Interfacial and free surface flows

Vortex dynamics

Elasticity theory

Linear and nonlinear wave propagation

Nonlinear optics and photonics

Inverse problems

Applied dynamical systems

Nonlinear systems

Stochastic differential equations and stochastic dynamics

Quantum and field theories

General relativity and gravitation

Statistical physics

Classical mechanics and classical fields

 

Mathematics and chemistry, including but not limited to:

Chemical graph theory

Topology

Group theory

Quantum chemistry

Molecular modeling

Supramolecular structures

 

Mathematics and biology, including but not limited to:

Theoretical biology

Computational biology

Developmental biology

Population dynamics

Systems biology

Behavioral biology

Evolution

Epidemiology

 

 

Mathematics and engineering, including but not limited to:

Mathematical modeling

Mechanical engineering

Electrical engineering

Applied electromagnetics

Fluid mechanics

Materials science

Image and signal processing

Computational intelligence and complexity

Environmental engineering

 

Mathematics and information science, including but not limited to:

Data assimilation

Topological data analysis

Compression sensing

Differential privacy

Big data

IoT

Artificial intelligence technology

 

 

 

Mathematics and economics, including but not limited to:

Insurance mathematics

Quantitative insurance economics

Pension systems

Social insurance

Quantitative economics

Risk-sharing arrangements

Mathematical finance

Operations research

Quantitative risk management

 

Mathematics and social sciences, including but not limited to:

Decision science

Game theory

Social networks

Voting rules

 

 

 

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