Annales Mathematicae Silesianae publishes significant research and survey papers from all branches of pure and applied mathematics and reports of meetings. It welcomes contributed papers that develop important, new mathematical ideas and results or solve outstanding problems. Submissions are strictly refereed, and only articles of the highest quality are accepted for publication.

The journal does not have article processing charges or article submission charges.

Annales Mathematicae Silesianae is published by the University of Silesia Press (Poland). The first number of the journal appeared in 1985. Formerly (since 1969) it was published under the title Prace Naukowe Uniwersytetu Śląskiego w Katowicach. Prace Matematyczne.

The Editorial Board participates in a growing community of Similarity Check System's users to ensure that the content published is original and trustworthy. Similarity Check is a medium that allows for comprehensive manuscript screening to eliminate plagiarism and provide a high standard and quality peer-review process.

Read More

  • Arianta
  • Baidu Scholar
  • CNKI Scholar (China National Knowledge Infrastructure)
  • CNPIEC - cnpLINKer
  • Dimensions
  • DOAJ (Directory of Open Access Journals)
  • EBSCO (relevant databases)
  • EBSCO Discovery Service
  • Google Scholar
  • Index Copernicus
  • Japan Science and Technology Agency (JST)
  • J-Gate
  • JournalGuide
  • JournalTOCs
  • KESLI-NDSL (Korean National Discovery for Science Leaders)
  • Mathematical Reviews (MathSciNet)
  • MyScienceWork
  • Naver Academic
  • Naviga (Softweco)
  • POL-index
  • Primo Central (ExLibris)
  • ProQuest (relevant databases)
  • Publons
  • QOAM (Quality Open Access Market)
  • ReadCube
  • SCOPUS
  • Semantic Schola
  • Sherpa/RoMEO
  • Summon (ProQuest)
  • TDNet
  • The Polish Digital Mathematical Library (DML-PL)
  • Ulrich& Periodicals Directory/ulrichsweb
  • WanFang Data
  • Web of Science - Emerging Sources Citation Index
  • WorldCat (OCLC Zentralblatt Math (zbMATH)
Recently Published
Classification of Lipschitz derivatives in terms of semicontinuity and the Baire limit functions
Published: 2026-02-24
We introduce the generalized notion of semicontinuity of a function defined on a topological space and derive the useful classification of the socalled Lipschitz derivatives of functions defined...
A Pexiderized cosine functional equation
Published: 2026-02-24
Let S be a semigroup and K be a field. In a recent article we introduced a new cosine functional equation g ( xyz )− g ( x ) g ( yz )− g ( y ) g ( xz )− g ( z ) g ( xy )+2 g ( x ) g ( y ) g (...
On powers, roots and Moore-Penrose inverses of matrices via generalized Fibonacci numbers
Published: 2026-02-19
The purpose of this work is to introduce some new results about the relations between powers, roots and Moore–Penrose inverses of square matrices satisfying a cubic matrix equation and the...
A note on the fuzzy Xor
Published: 2025-11-15
In this paper we will try to answer what conditions must be met by the fuzzy Xor to be used for cryptographic purposes. We will also show that defining the fuzzy Xor using other fuzzy connectives...
Generalized commutative Mersenne and Mersenne-Lucas quaternion polynomials
Published: 2025-11-15
Generalized commutative quaternions generalize elliptic, parabolic and hyperbolic quaternions, bicomplex numbers, complex hyperbolic numbers and hyperbolic complex numbers. In this paper, we use...
Convex sequence and convex polygon
Published: 2025-11-02
In this paper, we deal with the question: under what conditions n distinct points P i ( x i , y i ) ( i =1,..., n ) provided x 1 <...< x n form a convex polygon? One of the main...

Vol. 40 No. 1 (2026)
Published: 2026-03-01


ISSN: 0860-2107
eISSN: 2391-4238
Logo DOI 10.2478/amsil

Publisher
University of Silesia Press

Licence CC

Licencja CC BY

40

Indexing and Abstracting
Logo SCOPUS
Logo DOAJ
Logo SHERPA
Logo EBSCO
Metadata from Crossref logo
Crossref Similarity Check logo
This website uses cookies for proper operation, in order to use the portal fully you must accept cookies.