Utilitas Mathematica (UM) is a peer-reviewed, interdisciplinary journal that aims to advance the fields of combinatorial mathematics, decision theory, and dynamical systems. The journal serves as a platform for researchers to publish high-quality, original research, cutting-edge advancements, and innovative applications in these interrelated areas.
UM welcomes contributions that explore a wide range of topics, including but not limited to:
- Algebraic Combinatorics
- Automorphism Groups
- Chemical Graph Theory
- Coding Theory
- Combinatorial Number Theory
- Combinatorial Optimization
- Convex Geometry
- Design Theory
- Discrete Geometry
- Dynamical Systems
- Enumeration
- Extremal Combinatorics
- Finite Geometries
- Graph Theory
- Game Theory
- Polyhedral Combinatorics
- Ramsey Theory
By fostering interdisciplinary connections, Utilitas Mathematica seeks to push the boundaries of mathematical theory and its real-world applications, encouraging cross-pollination between pure and applied research in these domains.
