Mathematics (MAT)
Section Information
Mathematics focuses on the study of numbers, structures, patterns, and abstract relationships through rigorous reasoning and proof. The field develops theoretical frameworks that form the foundation of science, engineering, economics, and computing.
Current research includes algebra, analysis, geometry, topology, number theory, combinatorics, and mathematical logic. Advances in abstract theory, computational methods, and interdisciplinary connections continue to expand the scope and impact of mathematical research.
This section publishes original theoretical results, formal proofs, conceptual developments, and review articles that advance pure and foundational mathematics.
Scope
Algebra and Number Theory
- Group, ring, and field theory
- Algebraic structures and representations
- Algebraic number theory
- Diophantine equations and arithmetic geometry
Analysis
- Real and complex analysis
- Functional analysis
- Measure theory and integration
- Harmonic and Fourier analysis
Geometry and Topology
- Differential and algebraic geometry
- Manifolds and geometric structures
- Topology and homotopy theory
- Geometric group theory
Discrete Mathematics and Combinatorics
- Graph theory
- Combinatorial structures
- Enumerative combinatorics
- Discrete probability
Mathematical Logic and Foundations
- Model theory and proof theory
- Set theory and axiomatic systems
- Computability and recursion theory
- Foundations of mathematics
Probability and Mathematical Statistics
- Probability theory
- Stochastic processes
- Statistical theory and inference
- Limit theorems and asymptotic analysis
Interdisciplinary Connections
- Mathematics in physics and engineering
- Mathematical methods in biology
- Cryptography and information theory
- Mathematical aspects of data science
Editorial Board
Click here to see the Section Editorial Board of “Mathematics (MAT)”.
Papers Published
Click here to see a list of 9 papers published in this section.