Journal of the Indonesian Mathematical Society
Scope & Guideline
Advancing Mathematical Knowledge, One Paper at a Time.
Introduction
Aims and Scopes
- Algebra and Number Theory:
The journal publishes research on various algebraic structures, including rings, fields, and modules, with a focus on derivations, homomorphisms, and algebraic properties. - Geometry and Topology:
Papers in this area explore geometric structures, including Riemannian and Lorentzian manifolds, as well as topological aspects of mathematical spaces. - Applied Mathematics and Mathematical Modeling:
The journal encourages submissions that apply mathematical theories to solve practical problems, particularly in finance, economics, and environmental studies. - Graph Theory and Combinatorics:
Research focusing on the properties of graphs, including domination, connectivity, and various graph indices, is a significant part of the journal's offerings. - Fuzzy Mathematics and Neutrosophic Logic:
The journal includes studies on fuzzy sets and neutrosophic logic, reflecting a growing interest in uncertainty and decision-making processes.
Trending and Emerging
- Financial Mathematics and Economic Modeling:
A noticeable increase in papers addressing financial models, such as microcredit systems and interest rate benchmarks, highlights a growing interest in applying mathematical techniques to economics. - Computational Mathematics and Simulation:
Recent articles emphasizing numerical methods, simulations, and algorithmic approaches suggest an emerging trend towards computational techniques in solving complex mathematical problems. - Interdisciplinary Applications of Mathematics:
Research that bridges mathematics with fields such as environmental science, engineering, and social sciences is on the rise, reflecting a trend towards interdisciplinary collaboration. - Advanced Topics in Graph Theory:
There is a significant increase in studies related to advanced graph theory concepts, including domination numbers and connectivity indices, indicating a deepening exploration of this area. - Fuzzy and Neutrosophic Mathematics:
An upward trend in research on fuzzy sets and neutrosophic logic suggests a growing recognition of the importance of these areas in handling uncertainty in mathematical modeling.
Declining or Waning
- Classical Analysis:
Research centered on classical analysis, such as traditional calculus and real analysis, appears to be less prominent in recent publications, possibly overshadowed by more modern approaches. - Purely Theoretical Constructs:
Themes focusing exclusively on abstract theoretical constructs without practical application have diminished, as the journal increasingly emphasizes applied mathematics. - Elementary Number Theory:
While foundational number theory remains relevant, the number of publications specifically addressing elementary aspects has decreased, suggesting a shift towards more complex or applied number theory. - Historical Mathematical Studies:
Papers exploring the history or philosophy of mathematics have become less frequent, indicating a potential decline in interest in this area within the journal's scope.
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