About IJM

The Iris Journal of Mathematics (IJM) is a peer-reviewed journal dedicated to publishing high-quality research in all areas of mathematics. The journal aims to provide a platform for the dissemination of innovative mathematical theories, methodologies, and applications, fostering both theoretical and applied advancements in the field. By bringing together scholars, researchers, and practitioners from various subfields of mathematics, IJM aims to promote knowledge exchange and inspire future research developments. The primary aim of the Iris Journal of Mathematics is to serve as a comprehensive outlet for the latest advancements in mathematics, offering a rich collection of original research articles, review papers, and short communications. The journal seeks to contribute to the mathematical community by providing significant insights and new directions in the field, with a focus on advancing mathematical understanding and solving real-world problems through mathematical approaches. The scope of the journal is broad, encompassing a wide range of mathematical disciplines. It welcomes papers in both pure and applied mathematics, as well as interdisciplinary studies that incorporate mathematical modeling, analysis, and computational techniques. The journal welcomes submissions across all major branches of mathematics, including but not limited to Pure and Applied Mathematics, Probability Theory, Algebra, Mathematical Functions, Formulas, Computational Mathematics, Algorithms, Geometry, Number Theory, Topology, Statistics, Mathematical Modeling, and interdisciplinary areas where mathematics plays a central role. In addition to original research papers, IJM publishes a wide variety of scholarly content. These include Editorials, Review Articles, Case Reports, Opinions, Short Communications, Perspectives, Mini Reviews, Letters to the Editor, e-Books, Clinical Images, and even Video Articles. A defining feature of IJM is its commitment to enhancing the visibility and accessibility of published research. Every article is made available in multiple formats, including Full-text HTML, downloadable PDF, and e-Pub versions. In summary, the Iris Journal of Mathematics is committed to providing a high-quality, interdisciplinary forum for research that addresses both theoretical and applied challenges in mathematics. By publishing cutting-edge research across a wide range of mathematical disciplines, IJM strives to make a lasting impact on the mathematical community, fostering both academic growth and real-world solutions.

Classification

  • Algebraic geometry
  • Algebraic topology
  • Algorithms
  • Analysis of PDEs
  • Analytic number theory
  • Applications of mathematics in the social sciences
  • Applied mathematics
  • Approximation theory
  • Artificial intelligence and mathematics
  • Calculus of Variations
  • Category theory
  • Classical analysis and ODEs
  • Combinatorics
  • Commutative algebra
  • Complex analysis
  • Complex variables
  • Computational mathematics
  • Computer science
  • Continuum mechanics
  • Control and Optimization
  • Decision theory and decision analysis
  • Differential geometry
  • Discrete mathematics
  • Dynamical systems
  • Engineering mathematics
  • Equations and inequalities
  • Functional analysis
  • Functional analysis and operator theory
  • Fuzzy sets and systems
  • Game theory
  • General mathematics
  • General topology
  • Geometric topology and analysis
  • Group theory
  • Harmonic analysis
  • History and overview
  • History of mathematics
  • Information theory
  • Interdisciplinary mathematics
  • Inverse problems
  • K-theory and homology
  • Logic
  • Machine learning and data mining
  • Mathematical and computational biology
  • Mathematical biology
  • Mathematical finance
  • Mathematical modeling
  • Mathematical physics
  • Mathematics education
  • Measurements
  • Metric geometry
  • Network science
  • Networks
  • Number theory
  • Numerical analysis
  • Operations research
  • Operator algebras
  • Optimization
  • Optimization and control
  • Ordinary Differential equations
  • Partial differential equations
  • Philosophy and mathematics
  • Polynomials
  • Probability
  • Probability and statistics
  • Quantum algebra
  • Quantum theory
  • Real and Complex Analysis
  • Real and harmonic analysis
  • Representation theory
  • Rings and algebra
  • Simulation
  • Spectral theory
  • Stochastic process and uncertainty
 
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