Submissions

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Author Guidelines

Author Guidelines

Sigma Journal of Mathematical and Statistical Sciences (SJMSS) welcomes original research articles, review papers, methodological papers, and scholarly contributions in mathematics, statistics, data analysis, and related interdisciplinary fields. The journal does not charge submission fees, article processing charges (APCs), publication fees, or reader access fees. All accepted articles are published as open access without cost to authors.

Manuscripts should be written clearly in English and should present original, unpublished work that is not under consideration by another journal. Authors are responsible for the accuracy of the content, data, references, formulas, tables, figures, and ethical declarations included in the submission.

Manuscripts should normally include the following elements:

  • Title
  • Abstract
  • Keywords
  • Main text
  • Conclusions
  • References

For single-blind peer review, the manuscript file should include the names of all authors, their institutional affiliations, and the corresponding author’s contact details. Authors should also include acknowledgements, funding information, and conflict of interest statements, where applicable. Reviewers will have access to the authors’ identities, while the identities of the reviewers will remain confidential and will not be disclosed to the authors.

Submission Preparation Checklist

Submission Checklist

Authors must confirm that:

  • The submission has not been previously published and is not currently under consideration by another journal.
  • The manuscript falls within the scope of Sigma Journal of Mathematical and Statistical Sciences.
  • The manuscript file is complete and prepared in an editable format where possible.
  • The text, equations, tables, and figures are clear and properly formatted.
  • All references are accurate, complete, and cited in the text.
  • All authors and contributors have been correctly listed.
  • All authors have approved the submitted version of the manuscript.
  • Any funding sources, conflicts of interest, acknowledgements, or ethical considerations have been disclosed.
  • The submission does not contain plagiarism, fabricated data, or any form of research misconduct.

Research Articles

This section publishes original research articles that present significant theoretical, methodological, or applied contributions to mathematics, statistics, data science, probability, applied mathematics, computational mathematics, and related fields. Submissions are subject to single-blind peer review and must demonstrate scientific rigor, originality, and relevance to the journal's scope.

Review Articles

This section publishes comprehensive review articles that critically examine, synthesize, and evaluate existing research in mathematics, statistics, data science, applied mathematics, computational sciences, and related disciplines. Review articles should provide valuable insights into current developments, identify research gaps, and suggest future directions for investigation. All submissions undergo single-blind peer review.

Short Communications

This section publishes concise reports of original research findings, innovative methodologies, preliminary results of significant importance, and noteworthy developments in mathematics, statistics, data science, applied mathematics, and related fields. Short Communications should present clear and significant contributions in a concise format and are subject to single-blind peer review.

Privacy Statement

The names and email addresses entered in this journal site will be used exclusively for the stated purposes of this journal and will not be made available for any other purpose or to any other party.

Personal information collected during registration, submission, review, and editorial communication will be used only to support the journal’s publishing workflow, including communication with authors, reviewers, editors, and readers.

The journal is committed to protecting user privacy and maintaining appropriate confidentiality of editorial and peer-review processes.