Acta Mathematica Academiae Paedagogicae Nyíregyháziensis

Founded in 1965 by G. Szász

(Third Series, from 2023),

indexed by

Acta Mathematica Academiae Paedagogiace Nyíregyháziensis, the journal of Institute of Mathematics and Computer Sciences, University of Nyíregyháza (Hungary), publishes papers (from 2023) in the following areas of mathematics (in alphabetical order):

• convex functions and their generalizations,
• differential geometry,
• diophantine number theory,
• Fourier analysis,
• functional equations,
• function spaces,
• group theory,
• harmonic analysis,
• inequalities,
• mathematics in image processing,
• operations research and its applications,
• operator theory,
• ring theory,
• stability.

The papers undergo the traditional refereeing process, with a single anonymous referee. The journal is published annually in one volume (typically consisting of one or two issues) in Open Access electronic form, with no fees for publishers or readers.

Aims and scope of the paper

Acta Mathematica Academiae Paedagogicae Nyíregyháziensis is dedicated to advancing high-quality research across various fields of mathematics. Our scope spans a broad range of mathematical disciplines, as reflected in the expertise of our Editors listed below.

Editor-in-chief:

I. Blahota (University of Nyíregyháza)

Managing editor:

R. Grünwald (University of Debrecen)

Technical editor:

G. M. Molnár (University of Nyíregyháza)

Editors (in alphabetical order):

Zs. Balogh (group theory, mathematics in image processing), United Arab Emirates University, Al Ain, United Arab Emirates,

M. Bessenyei (convex functions and their generalisation, inequalities), University of Miskolc, Miskolc, Hungary,

V. Bovdi (group theory, ring theory), United Arab Emirates University, Al Ain, United Arab Emirates,

I. Dobos (operations research and its applications), Budapest University of Technology and Economics, Budapest, Hungary,

S. Duleba (operations research and its applications), Budapest University of Technology and Economics, Budapest, Hungary; University of Nyíregyháza, Nyíregyháza, Hungary,

Gy. Gát (Fourier analysis), University of Debrecen, Debrecen, Hungary,

E. Gselmann (functional equations, stability), University of Debrecen, Debrecen, Hungary,

L. Hajdu (diophantine number theory), University of Debrecen, Debrecen, Hungary,

Z. Muzsnay (differential geometry), University of Debrecen, Debrecen, Hungary,

Zs. Páles (convex functions and their generalisation, inequalities, function equations), University of Debrecen, Debrecen, Hungary,

H. Rafeiro (harmonic analysis, operator theory, function spaces), United Arab Emirates University, Al Ain, United Arab Emirates,

Sz. Tengely (diophantine number theory), University of Debrecen, Debrecen, Hungary.

Peer review process

The journal uses a single-blind review process in which the authors do not know the identity of the reviewer, but the reviewer knows who the authors are.

For inquiries or to appeal an editorial decision, please contact the Editor-in-Chief and the Editorial Office with a detailed explanation of your appeal. All appeals are carefully reviewed by the Editor-in-Chief based on the provided rationale.

Editorial Office Contact:

Email: amapn@nye.hu

Address: H-4400 Nyíregyháza, Sóstói út 31/b.

Ethical guidelines

Acta Mathematica Academiae Paedagogicae Nyíregyháziensis is committed to upholding the highest standards of ethical conduct in research, publication, and peer review. The journal follows the guidelines and best practices of the Committee on Publication Ethics (COPE) to ensure integrity and transparency in all aspects of the publication process.

For Authors:

• Submitted manuscripts must be original, unpublished, and not under consideration elsewhere.
• Proper citation of sources and acknowledgment of contributions are required.
• Plagiarism, data fabrication, and any form of unethical research practices are strictly prohibited.
• All authors listed must have significantly contributed to the work.

For Reviewers:

• Reviews should be objective, constructive, and confidential.
• Conflicts of interest must be disclosed, and reviewers should decline assignments if a conflict exists.
• Reviewers must not use any information obtained during peer review for personal advantage.

For Editors:

• Editorial decisions should be based solely on scholarly merit, free from bias or conflicts of interest.
• Editors must ensure a fair and timely review process.
• Any ethical concerns, including plagiarism or research misconduct, will be investigated thoroughly.

If ethical concerns arise regarding a submitted or published paper, the Editorial Office will follow COPE (https://publicationethics.org/) guidelines to address them. This may include issuing corrections, retractions, or conducting further investigations as necessary.

|Contents of Vol 35 (2024)|

|Contents of Vol 34 (2023)| Special issue; the last volume of the second series.

|Contents of Vol 33 (2) (2017)|

|Contents of Vol 33 (1) (2017)|

|Contents of Vol 32 (2) (2016)| Proceedings of the Conference on Dyadic Analysis and Related Fields with Applications, 1-6 June 2014, Nyíregyháza, Hungary. Volume Editors: S. Fridli and K. Nagy.

|Contents of Vol 32 (1) (2016)|

|Contents of Vol 31 (2) (2015)|

|Contents of Vol 31 (1) (2015)| Proceedings of Joint Events of Colloquium on Differential Geometry and its Applications and IX-th International Conference on FERT., 25-30 August 2013, Debrecen, Hungary. Volume Editors: L. Kozma and Z. Kovács.

|Contents of Vol 30 (2014)|

|Contents of Vol 29 (2013)|

|Contents of Vol 28 (2) (2012)|

|Contents of Vol 28 (1) (2012)|

|Contents of Vol 27 (2) (2011)|

|Contents of Vol 27 (1) (2011)|

|Contents of Vol 26 (2) (2010)|

|Contents of Vol 26 (1) (2010)|

|Contents of Vol 25 (2) (2009)|

|Contents of Vol 25 (1) (2009)|

|Contents of Vol 24 (3) (2008)| Proceedings of the Third International Conference on Mathematical Sciences ICM 2008, Al Ain, UAE. Guest editor: M. Salim.

|Contents of Vol 24 (2) (2008)|

|Contents of Vol 24 (1) (2008)| Proceedings of Workshop on Finsler Geometry and its Applications. 28 May - 2 June 2007, Balatonföldvár, Hungary. Volume Editors: L. Kozma and Z. Kovács.

|Contents of Vol 23 (2) (2007)|

|Contents of Vol 23 (1) (2007)|

|Contents of Vol 22 (3) (2006)|

|Contents of Vol 22 (2) (2006)|

|Contents of Vol 22 (1) (2006)|

|Contents of Vol 21 (2) (2005)|

|Contents of Vol 21 (1) (2005)|

|Contents of Vol 20 (2) (2004)| Dedicated to Professor W. R. Wade on the occasion of his 60th birthday. Guest editors: F. Schipp and S. Fridli.

|Contents of Vol 20 (1) (2004)|

|Contents of Vol 19 (2) (2003)|

|Contents of Vol 19 (1) (2003)|

|Contents of Vol 18 (2) (2002)|

|Contents of Vol 18 (1) (2002)|

|Contents of Vol 17 (3) (2001)|

|Contents of Vol 17 (2) (2001)| Dedicated to Professor Á. Varecza on the occasion of his 60th birthday.

|Contents of Vol 17 (1) (2001)|

|Contents of Vol 16 (2000)|

|Contents of Vol 15 (1999)|

|Contents of Vol 14 (1998)|

Last modified 30 April 2025.

ISSN 1786-0091 (formerly 0866-0174 until 2003)
The second series was founded by Gy. Gát and Z. Kovács.

Copyright © 1998-2025Institute of Mathematics and Computer Sciences, University of Nyíregyháza
© 1998-2025 FIZ Karlsruhe / zbMATH for the EMIS Electronic Edition.