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Real Analysis and Functional Analysis
Real and functional analysis, nonlinear analysis and variational analysis.
Research areas
Aims and Scope
KSD Journal of Mathematics is dedicated exclusively to original scholarly contributions in Pure Mathematics and Applied Mathematics. The journal welcomes rigorous theoretical studies and significant mathematical methods and applications.
Aims and Scope
The journal invites original, technically sound contributions that advance mathematical sciences, mathematical methods and their applications. Manuscripts should state a clear research question, explain their contribution in relation to existing literature, and support conclusions with rigorous analysis or appropriate evidence.
Aims
- Publish original and significant contributions in Pure Mathematics and Applied Mathematics.
- Encourage rigorous mathematical proofs, sound methods and meaningful applications.
- Promote scholarly communication across the major branches of pure and applied mathematics.
- Maintain academic quality through a fair and documented peer-review process.
Areas of Pure Mathematics
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Complex Analysis
Theory and applications of functions of complex variables.
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Abstract Algebra and Number Theory
Groups, rings, fields, modules, algebraic structures and number-theoretic problems.
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Topology and Differential Geometry
General topology, algebraic topology, manifolds and differential-geometric methods.
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Measure Theory and Integration
Measure spaces, integration theory and related analytical methods.
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Mathematical Logic and Set Theory
Foundations of mathematics, mathematical logic and set-theoretic methods.
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Fixed Point Theory and Metric Spaces
Fixed point results, generalized contractions, metric spaces and their extensions.
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Operator Theory
Linear and nonlinear operators, operator equations and spectral methods.
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Discrete Mathematics and Graph Theory
Combinatorial structures, graph theory and discrete mathematical methods.
Areas of Applied Mathematics
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Ordinary and Partial Differential Equations
Existence, uniqueness, stability, qualitative theory and applications of differential equations.
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Integral and Integro-Differential Equations
Fredholm, Volterra and other integral equations, including boundary-value problems.
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Fractional Calculus and Differential Equations
Fractional operators, fractional differential equations and their applications.
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Numerical Analysis
Numerical methods, approximation, convergence, stability and error analysis.
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Mathematical Modelling
Mathematical models for physical, engineering and scientific phenomena.
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Mathematical Physics
Mathematical methods and equations arising in physics.
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Computational Mathematics
Algorithms, simulation and computational methods for mathematical problems.
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Dynamical Systems
Qualitative analysis, stability and behaviour of dynamical systems.
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Optimization in Applied Mathematics
Mathematical optimization methods and their theoretical and applied aspects.
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Mathematics in Engineering and Sciences
Applications of mathematical methods to engineering and scientific problems.
Editorial distinction: Statistics and Operations Research are outside the scope of this journal and are addressed separately by KSD Journal of Statistics and Operations Research.
Suitable Contributions
- Original research articles containing new theorems, methods, algorithms, experiments, or applications.
- Review articles offering a balanced, critical, and well-referenced synthesis of a research area, subject to editorial approval.
- Computational or applied studies that explain methods, data sources, validation, limitations, and reproducibility.
Out of Scope
Submissions may be declined if they lack a clear original contribution, do not fit the journal’s subject areas, provide unsupported claims, reproduce existing work without meaningful advancement, or fail to meet basic standards of mathematical, scientific, or engineering reporting.