Research Article
Aim & Scope
The purpose of KJM is the advancement of mathematics. Editors and referees evaluate submitted papers strictly on the basis of scientific merit, without regard to authors' nationality, country of residence, institutional affiliation, gender and political views.
Research in these subjects has been very lively recently, and the interplay between individual areas has enriched them all. The journal seeks high quality original papers of both a research and an expository nature.
The Konuralp Journal of Mathematics (KJM) accepts research papers in all areas of Mathematical Analysis and its numerous applications. Topics covered by the journal include: Real Analysis, Complex Analysis, Inequalities, Numerical analysis, Numerical analysis in abstract spaces, Differential equations, Difference equations, Partial differential equations, Optimization, Fourier analysis, Abstract harmonic analysis, Numerical methods in Fourier analysis, Functional analysis, Operator theory, Miscellaneous applications of functional analysis, Nonlinear functional analysis, Stochastic analysis, Multivariate analysis and all the other fields of their applications.
Author Guidelines
Manuscript Submission
Permissions
Online Submission
Title Page
- The name(s) of the author(s)
- A concise and informative title
- The affiliation(s) and address(es) of the author(s)
- The e-mail address, and telephone number(s) of the corresponding author
- If available, the 16-digit ORCID of the author(s)
Abstract
Keywords
Text Formatting
Headings
Abbreviations
Acknowledgments
Reference list
The list of references should only include works that are cited in the text and that have been published or accepted for publication. Personal communications and unpublished works should only be mentioned in the text. Do not use footnotes or endnotes as a substitute for a reference list.
Reference list entries should be alphabetized by the last names of the first author of each work.
Journal article
[1] M.Z. Sarikaya, E. Set and M.E. Ozdemir, On New Inequalities of Simpson's Type for s-Convex Functions, Comput. Math. Appl., 60 (2010), 2191-2199.
Book
[2] D. S. Mitrinovic, J. E. Pecaric and A. M. Fink, Inequalities involving functions and their integrals and derivatives, Kluwer Academic Publishers, Dordrecht, 1991.
Tables
- All tables are to be numbered using Arabic numerals.
- Tables should always be cited in text in consecutive numerical order.
- For each table, please supply a table caption (title) explaining the components of the table.
- Identify any previously published material by giving the original source in the form of a reference at the end of the table caption.
- Footnotes to tables should be indicated by superscript lower-case letters (or asterisks for significance values and other statistical data) and included beneath the table body.
Classification code
English Language editing
For editors and reviewers to accurately assess the work presented in your manuscript you need to ensure the English language is of sufficient quality to be understood. If you need help with writing in English you should consider:- Asking a colleague who is a native English speaker to review your manuscript for clarity.
- Visiting the English language tutorial which covers the common mistakes when writing in English.
- Using a professional language editing service where editors will improve the English to ensure that your meaning is clear and identify problems that require your review.
Publication Charge
There is no publication charge.
Copyright
By submitting a manuscript, the authors agree that the copyright for their article is transferred to the publisher, if and when, the paper is accepted for publication.
Publication Ethics
Konuralp Journal of Mathematics is committed to maintaining trust in the journal, the value of authorship, and the integrity of science. Authors should be eager to help us maintain these standards. The following guidelines are provided to help authors avoid the appearance of ethical misconduct in their research and to help ensure adherence to the best practices set forth by national and international professional and regulatory bodies.
Plagiarism is a blight on the scientific community and a crime. The unauthorized use or close imitation of another’s language, text, data, ideas, or theories is prohibited. In all instances of authorized use, full credit to and representation of the original author’s work must be provided. It is the authors’ responsibility to secure permission for the use of copyrighted material.
The journal will investigate all reports and suspicions of plagiarism. Authors suspected of plagiaristic misconduct will be contacted and given the opportunity to prove the validity of their work and refute the allegations. All instances of proven plagiarism will be reported to the Publisher, the editorial office, the author’s institute, and other governing bodies as necessary. Plagiarized articles already accepted for publication will be cancelled, and plagiarized articles that have already been published will be retracted and denounced in a public erratum.
It is important that all authors and organizations where the research has been carried out have consented to the work’s submission and that all authors have significantly contributed.
In order to establish transparency in research, authors should be sure to provide statements on the following items.
1) Information regarding the source(s) of the work’s funding;
2) All financial and non-financial potential conflicts of interest;
3) A statement of informed consent for all studies that involve human participants;
4) A statements of human rights for all studies that involve human participants;
5) A statement on the humane treatment and proper welfare of all animals involved in the study.
The appropriate statements are provided below. They should be included in the article’s text in a section titled Ethical Compliance. This section should immediately precede the References section.
Ethical Principles and Publication Policy
Konuralp Journal of Mathematics is committed to maintaining trust in the journal, the value of authorship, and the integrity of science. Authors should be eager to help us maintain these standards. The following guidelines are provided to help authors avoid the appearance of ethical misconduct in their research and to help ensure adherence to the best practices set forth by national and international professional and regulatory bodies.
Plagiarism is a blight on the scientific community and a crime. The unauthorized use or close imitation of another’s language, text, data, ideas, or theories is prohibited. In all instances of authorized use, full credit to and representation of the original author’s work must be provided. It is the authors’ responsibility to secure permission for the use of copyrighted material.
The journal will investigate all reports and suspicions of plagiarism. Authors suspected of plagiaristic misconduct will be contacted and given the opportunity to prove the validity of their work and refute the allegations. All instances of proven plagiarism will be reported to the Publisher, the editorial office, the author’s institute, and other governing bodies as necessary. Plagiarized articles already accepted for publication will be cancelled, and plagiarized articles that have already been published will be retracted and denounced in a public erratum.
It is important that all authors and organizations where the research has been carried out have consented to the work’s submission and that all authors have significantly contributed.
In order to establish transparency in research, authors should be sure to provide statements on the following items.
1) Information regarding the source(s) of the work’s funding;
2) All financial and non-financial potential conflicts of interest;
3) A statement of informed consent for all studies that involve human participants;
4) A statements of human rights for all studies that involve human participants;
5) A statement on the humane treatment and proper welfare of all animals involved in the study.
The appropriate statements are provided below. They should be included in the article’s text in a section titled Ethical Compliance. This section should immediately precede the References section.
Price Policy
No submission or processing fees are required.
Indexes
Citation Indexes
Journal Boards
Editors in Chief
Prof. Dr. Mehmet Zeki Sarıkaya is a distinguished academic in the field of mathematics, renowned for his contributions to analytical mathematics, function theory, integral inequalities, and special functions. His work in mathematical analysis and its applications has significantly enriched the scientific literature.
His name is particularly associated with topics such as Hermite-Hadamard type inequalities, convexity theory, various types of integrals, and special functions. He has published numerous articles in these areas, garnering wide recognition in academic circles. Additionally, he has made valuable contributions to the theoretical and applied mathematical perspectives of generalized integral operators and their applications.
Prof. Dr. Sarıkaya has participated in various national and international projects in mathematical modeling and theoretical mathematics. He has also served as an editor for scientific journals, contributing to the academic community. His active role in mentoring students and leading academic research makes him a prominent figure in the mathematics community.
Managing Editors
Editorial Board
Prof. Dr. Alomari is a Full Professor of Mathematics (Mathematical Analysis) at Jadara University-Jordan. His main research area includes; Analytic and Operator Inequalities, Approximation Theory, Hilbert Space, and the Theory of Real Functions. Since 2008, Prof. Dr. Alomari published more than 100 articles in his research area. He has the same number of unpublished preprints and drafts.
Zoubir Dahmani is a mathematician specializing in fractional calculus, nonlinear evolution equations, inequality thoery and numerical analysis. He has published widely on fractional integral inequalities, boundary value problems, stability analysis of fractional systems, and numerical methods for fractional PDEs. Professor Z. Dahmani has been affiliated with the the University of Mostaganem and later with the University of Blida 1 in Algeria
Prof. Dr. Maslina Darus (Universiti Kebangsaan Malaysia, Selangor, Malaysia) - Maslina Darus obtained her first degree in Mathematics from Acadia University, Nova Scotia in 1992. She obtained her PhD from the University of Wales, Swansea, U. K. in 1996. She became a lecturer at Universiti Kebangsaan Malaysia and was promoted to Associate Professor in 2001. She was promoted to Full Professor in September 2006. She was appointed as Head of Mathematics programme from 2004-2009. Then from 2010 until 2013, she was the Chair of the School of Mathematical Sciences and later the Deputy Dean, Undergraduate & Alumni of the Faculty of Science and Technology (2013-2018). She is active in the Malaysian Mathematical Sciences Society (PERSAMA) and was the Honorary Secretary for about 17 years (1997-2013). She is the President of the Malaysian Mathematical Sciences Society (PERSAMA), 2013-2024. She was the President of the Southeast Asian Mathematical Society (SEAMS), 2021-2022. Her interest in geometric function theory mainly focuses on the properties of certain subclasses of univalent functions. She has graduated more than 30 PhD students. The results from her research have indeed been published in more than 700 articles in various refereed/indexed journals. She has collaborated with many mathematicians worldwide.
J. Alzabut is a professor of applied mathematics, specializing in differential equations and numerical analysis, at Prince Sultan University in Riyadh, Saudi Arabia. He is a member of the Department of Mathematics and Sciences, contributing actively to both departmental and university-wide committees and initiatives. Committed to excellence in teaching, he also maintains a strong research profile, with numerous publications in high-impact journals and a significant number of citations. In addition to his academic and research responsibilities, he serves as an editor, referee, and reviewer for several prestigious journals and professional societies.
The published articles in KJM are licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.