About the Journal

European Journal of Mathematics and Statistics (EJ-MATH) is a peer-reviewed international journal published by European Open Science bimonthly. The journal publishes full-length state-of-the-art research papers, reviews, and case studies in all areas related to all areas to related Mathematics and Statistics.

All submitted articles:

  • - must be original
  • - must be previously unpublished research results
  • - must be experimental or theoretical
  • - and will be peer-reviewed
  • - may not be considered for publication elsewhere at any time during the review period

 

Author Fees

 New Author Fees for submissions starting from 1st September 2023

The journal charges the following author fees:

  • - Article Publication Fee: 99.00 GBP .
  • - The fee for publishing an article covers up to 8 pages in PDF format. If the article extends beyond 8 pages, the journal will charge an additional 10 GBP for each extra page.

NOTE : Authors are not required to format their articles to match the journal's template since the publisher will provide this service. However, authors are responsible for providing high-quality figures (300 dpi), numerical equations (typed out, not as images), table/figure captions, keywords, author affiliations and ORCID IDs. For more information read more about AUTHOR GUIDELINES.

 

DISCOUNT SCHEMA :

Authors are subject to a 10% discount for their recurring publication within 5 months after the date of their first publication.

 

Focus and Scope

European Journal of Mathematics and Statistics (EJ-MATH) is a high-quality, open access, international, peer-reviewed online journal which aims to bi-monthly publish full-length original research papers, reviews, and case studies related to all areas of Mathematics and Statistics such as :

  • - General Mathematics
  • - Algebra 
  • - Statistics theory
  • - Analysis of PDEs
  • - Category theory
  • - Classical Analysis and ODEs
  • - Combinatorics
  • - Complex variables
  • - Differential geometry
  • - Dynamical systems
  • - Functional analysis
  • - General-topology
  • - Geometric topology
  • - Group theory
  • - Information theory
  • - K-theory and homology
  • - Logic
  • - Metric geometry
  • - Number theory
  • - Numerical analysis
  • - Optimization and control
  • - Probability
  • - Representation theory
  • - Rings and algebras
  • - Spectral theory
  • - Symplectic geometry
  • - Geometric analysis
  • - Variational problems
  • - Mathematical finance
  • - Harmonic analysis

Peer-Reviewing Process

 The process of reviewing is considered critical to establishing a reliable body of research and knowledge. The review process aims to make authors meet the standards of their discipline, and of science in general.

We use a double-blind system for peer-reviewing; both reviewers' and authors’ identities remain anonymous to each other. The paper will be peer-reviewed by two or three experts; one is an editorial staff and the other two are external reviewers. 

The editor will pass the manuscripts that are accepted for publication to a publisher who will be responsible for organizing the editorial services and online printing of the publication.

 

Open Access Policy

This journal provides immediate open access to its content on the principle that making research freely available after publication on the EJ-MATH website to the public supports a greater global exchange of knowledge.

 

Publication Ethics and Publication Malpractice Statement

The publication of an article in the peer-reviewed European Journal of Mathematics and Statistics (EJ-MATH) is an essential building block in the development of a coherent and respected network of knowledge. It is a direct reflection of the quality of the work of the authors and the institutions that support them. Peer-reviewed articles support and embody the scientific method. It is therefore important to agree upon standards of expected ethical behavior for all parties involved in the act of publishing: the authors, the journal editors, the peer reviewers, the publisher, and the society.
 
The ethics statements for our journal are based on the Committee on Publication Ethics (COPE) Best Practice Guidelines for Journal Editors.
 

Manuscript Withdrawal and Refund Policies

Authors can withdraw their manuscripts at any stage of submission, peer-reviewing, and copyediting procedures. However, withdrawals after the acceptance are not subject to the refund of the Article Processing Fee.