Affirm Journal of Pure Mathematics

Affirm Journal of Pure Mathematics is an international and peer-reviewed journal with an intercontinental advisory board. The journal documents the professional’s interest in any areas that connect to pure mathematics. The focus of the journal is on theories and practice in approximation theory, differential equations, fractional analysis, geometry, coding theory, signal theory, and variational methods. The editorial board of the Affirm Journal of Pure Mathematics invites authors to submit original papers, case studies and review papers to the journal. At Affirm Journal of Pure Mathematics, we expect the authors to abide Principles of Transparency and Best Practice in Scholarly Publishing suggested by The Committee on Publication Ethics (COPE), the Directory of Open Access Journals (DOAJ), the Open Access Scholarly Publishers Association (OASPA), and Scopus.

Scope and Focus

Applied Harmonic Analysis
Approximation Theory
Asymptotic Methods
Bifurcation Theory
Coding Theory
Combinatorics
Complex Analysis
Convex Analysis
Difference Equations
Differential Equations
Dynamical Systems
Fixed-Point Theory
Fourier Analysis
Fractals
Fractional Analysis
Functional Differential Equations
Fuzzy Mathematics
Geometry
Geometry of Banach Spaces
Integral Equations
Mathematical Biology
Mathematical Physics
Moment Theory
Number Theory
Operator Theory
Optimal Control
Optimization Wavelets
Scattering Theory
Semigroups of Operators
Signal Theory
Special Functions
Topology and Applications
Transport Theory
Ultrametric Analysis
Variational Methods

Editor in chief

Dr. Loghman

Abstracting and Indexing

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