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The Research Leagues events aim to release a wide range of articles that provide insight and explore the latest advancements in engineering, medicine, social science, applied science, management etc.

Our conference practices methodological, conceptual, and epistemological diversity. But we prefer articles that effectively engage with current intellectual debates. We expect our participants to contribute innovative ideas, perspectives, and research methods.

Our events can potentially revolutionize the current paradigm and pave the way for growth and development. Those who intend to have their original findings and research published through our events should get an idea from the Author Guidelines, Rules for Presentation, and Instruction sections, before anything else.

Mathematics

• Mathematics
• Algebra
• Analysis of numerical methods for solving problems of mathematical physics
• Analysis of ODE and PDE problems and applications
• Application of numerical methods to engineering problems
• Applied Mathematics
• Calculus
• Coding Theory
• Computational Mathematics
• Discrete Mathematics
• Foundations of Mathematics
• Financial Mathematics
• Finite Mathematics
• Fractals
• Geometry
• Logic
• Mathematics Education
• Number Theory
• Numerical Analysis
• Pre-Algebra
• Pre-Calculus
• Probability
• Topology
• Cross-disciplinary areas of Mathematics
• Other Areas of Mathematics
• Statistics
• Agricultural Statistics
• Applied Statistics
• Bayesian Statistics
• Biostatistics
• Business Statistics
• Computational Statistics
• Computer Simulations
• Econometrics
• Educational Statistics
• Environmental Statistics
• Epidemiology
• Industrial Statistics
• Management Science
• Mathematical Statistics
• Medical Statistics
• Non-Parametric Statistics
• Operations Research
• Probability
• Psychological Measurement
• Quantitative Methods
• Statistical Modeling
• Statistics Education
• Cross-disciplinary areas of Statistics
• Other Areas of Statistics
• Scientific Computing
• Engineering Mathematics
• Applied Mathematics
• Image processing
• Financial applications
• Modelling of multiphase flows
• Fundamental methods and algorithms for solving PDE\'s and linear systems of equations
• Finite Element, Finite Volume Element and Finite Volume Methods for partial differential equations
• Splitting techniques and stabilized methods
• Iterative solvers and preconditioning techniques for large scale systems
• Methods for systems with a special structure
• Parallel algorithms and performance analysis
• Ordinary differential equations
• Partial differential equations
• Dynamical systems
• Differential algebraic equations
• Software
• Numerical solution of differential equations
• Other Areas of Scientific computing