Mathematics for Applications
About the Journal
Mathematics for Applications (ISSN: 1805-3610 | E-ISSN: 1805-3629) is an international, peer-reviewed, open-access scientific journal, described as Scopus Q1 (2021–2025), dedicated to publishing high-quality original research across mathematics, computer science, artificial intelligence, machine learning, engineering, medical sciences, biochemistry, genetics, molecular biology, and interdisciplinary research.
The journal welcomes theoretical, experimental, computational, and application-oriented research. Although mathematics remains a core discipline, the journal’s scope is not restricted to mathematics and extends to diverse scientific and technological fields.
Publication Information
The journal is published biannually, follows an open-access model, and accepts manuscripts in English.
Mathematics for Applications aims to promote scientific innovation, interdisciplinary collaboration, and the global dissemination of high-quality research.
Vol. 15. No. 1. (2026)
Numan Y. Neamah ,Dr. Hana' M. Ali
INVESTIGATING THE FIRST NON-VANISHING COHOMOLOGY OF THE ORLIK-SOLOMON ALGEBRA FOR GRAPHIC ARRANGEMENTS ASSOCIATED WITH FREE-TRIANGLE GRAPHS
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Constantinos Challoumis
TRISECTION OF THE ANGLE USING ONLY LINES AND CIRCLES
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Hassan Sabti Al-Rdeny ,Bahar Hamad Al-Bahrani
ON S-PURE SUBMODULES
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Muhammad Awais Bhatti ,Mehreen Muhammad Ali
UNDERSTANDING THE IMPACT OF MATHEMATICS LEARNING MINDSET ON ACADEMIC OUTCOMES AMONG BUSINESS GRADUATES
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Maysoon M. Aziz ,Maha W. khaleel
MATHEMATICAL MODEL FOR ENZYME: STABILITY ANALYSIS CHAOS DIGNOSIS AND CONTROL
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Muhammad Awais Bhatti ,Khaled Mohammed Ahmed Alqasa
MATHEMATICAL APPLICATIONS QUALITY: A WAY TO PROMOTE BUSINESS DECISION MAKING
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Zimvo Ndziba ,Benjamin Tatira
THE ROLE OF CONSTRUCTIVE PROOFS IN ESTABLISHING EUCLIDEAN GEOMETRY THEOREMS
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Latest Issue
Vol. 12. No. 1. (2023)
B. Bongardt and H. Löwe
Connections between matrix products for 3-vectors and geometric algebra
DOI: 10.13164/ma.2023.01
J. YL. Forrest, Z. Gong, R. S. Clark and R. Barneva
Properties of a firm’s factor demands, optimal production correspondence, and an economy‘s aggregated supply/demand
DOI: 10.13164/ma.2023.02
J. Jánský and P. Tomášek
On complex trinomial roots distribution
DOI: 10.13164/ma.2023.03
P. Kunama and S. Leeratanavalee
All maximal unit-regular elements of Relhyp((m),(n))
DOI: 10.13164/ma.2023.04
K. Lalithambigai, P. Gnanachandra and S. Jafari
Topologies induced by graph metrics on the vertex set of graphs
DOI: 10.13164/ma.2023.05
S. Lazaar, A. Mhemdi and H. Okbani
Some remarks on neutrosophic T0 -spaces
DOI: 10.13164/ma.2023.06
D. K. Mukongo and O. Olela Otafudu
On the ultra-quasi-tight extensions
DOI: 10.13164/ma.2023.07
N. Sundriyal, J. M. Ramirez and E. B. Corrochano
A comparison of geometric algebra and harmonic domain for linear circuit analysis
DOI: 10.13164/ma.2023.08