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  3. Vol. 17 No. 2 (2021)

Vol. 17 No. 2 (2021)

					View Vol. 17 No. 2 (2021)
Published: 11.01.2022

Articles

  • Nicholas H. Bingham, Adam J. Ostaszewski

    The Steinhaus-Weil Property: III. Weil Topologies
    129-142
  • R. Divya, P. Chithra Devi

    The Line Graph of a Commuting Graph on the Dihedral Group $D_{2n}$
    143-150
  • John M. Campbell

    Combinatorial Interpretations of Primitivity in the Algebra of Symmetric Functions
    151-165
  • Sonia Dog, D. Mary Florence, R. Murugesan, P. Namasivayam

    Centralizers of Semiprime Inverse Semirings
    167-173
  • Edoardo Ballico

    Projective Curves With Nice Normal Bundles and Containing a Prescribed Subset of a Hyperplane
    175-190
  • Mayakrishnan Madhan, Srinivasan Selvarangam, Ethiraju Thandapan

    Oscillation Theorems for Conformable Differential Equations
    191-198
  • Selin Çınar, Kamil Demirci

    Korovkin Type Approximation For Double Sequences Via $\mu$-Statistical\\ $\mathcal{A}$-Summation Process in Modular Spaces
    199-216
  • Francisco Javier Gonz´alez Vieli

    Pointwise Fourier Inversion of Distributions on Projective Spaces
    217-221
  • Nilay Sager, Birsen Sağır

    Fixed Points of Hyperbolic Contraction Mappings on Hyperbolic Valued Metric Spaces
    223-236
  • Amrish Handa

    Employing Weak $\psi -\varphi $ \ Contraction on Fuzzy Metric Spaces with Application
    237-258

Desni blokovi

Sarajevo Journal of Mathematics

ISSN 2233-1964 (Online)

Editorial Board

Peer Review Process

The peer review process is single-blind. This means that the reviewers know the identity of the authors, but the authors don't know the identity of the reviewers.

Abstracting/Indexing

 

Creative Commons license

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.

Information

  • For Authors
Department of Natural Sciences and Mathematics, Academy of Sciences and Arts of Bosnia and Herzegovina.
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License (CC BY-NC 4.0).
 
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