## 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