Aims and Scope

Aims

Applied Mathematics on Science and Engineering (ISSN: 3048-8362) is an international, peer-reviewed, open-access journal dedicated to publishing high-quality original research, review articles, and short communications that advance the development and application of mathematical methods to solve real-world problems in science, engineering, and technology. The journal provides an interdisciplinary platform for researchers, mathematicians, scientists, engineers, and industry professionals to exchange innovative theoretical, computational, and practical contributions.

Scope

The journal considers submissions in, but not limited to, the following areas:

Applied Mathematics - Mathematical modelling, differential equations, optimization, variational methods, asymptotic analysis, inverse problems.

Computational Mathematics - Numerical methods, scientific computing, computational algorithms, finite element methods, finite difference methods, error analysis.

Mathematical Modelling - Physical systems, biological systems, engineering applications, environmental modelling, industrial processes, predictive modelling.

Differential Equations and Dynamical Systems - Ordinary differential equations, partial differential equations, nonlinear dynamics, chaos theory, stability analysis, bifurcation theory.

Numerical Analysis - Numerical linear algebra, interpolation, approximation theory, iterative methods, spectral methods, computational accuracy.

Optimization and Operations Research - Linear programming, nonlinear optimization, multi-objective optimization, scheduling, decision analysis, logistics optimization.

Probability and Statistics - Probability theory, stochastic processes, statistical inference, Bayesian analysis, time series, uncertainty quantification.

Data Science and Artificial Intelligence - Machine learning, deep learning, mathematical foundations of AI, data analytics, pattern recognition, intelligent systems.

Engineering Mathematics - Control theory, signal processing, systems engineering, structural mechanics, fluid mechanics, electrical engineering applications.

Mathematical Physics - Fluid dynamics, wave propagation, quantum mechanics, electromagnetics, continuum mechanics, plasma physics.

Computational Science and Simulation - High-performance computing, computational physics, simulation techniques, multiphysics modelling, digital twins, parallel computing.

Biological and Medical Mathematics - Mathematical biology, epidemiological modelling, systems biology, bioinformatics, population dynamics, medical imaging.

Environmental and Earth System Mathematics - Climate modelling, hydrological modelling, geophysical simulations, ecological modelling, renewable energy systems, sustainability modelling.

Financial and Industrial Mathematics - Financial modelling, actuarial science, quantitative finance, risk analysis, game theory, industrial optimization.

Emerging Technologies and Interdisciplinary Applications - Quantum computing, robotics, Internet of Things (IoT), cyber-physical systems, smart manufacturing, materials modelling.

Mathematical Software and Computing Tools - Algorithm development, symbolic computation, computational frameworks, mathematical software, open-source scientific computing, visualization techniques.

Mathematics Education and Research Methods - Mathematics education, computational pedagogy, mathematical communication, educational technologies, curriculum innovation, research methodology.