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Journal of Mathematics, Physics and Mechanics

P e e r - R e v i e w e d  
Annual (One issue per year)
Full Name: Weiguang Huang
Affiliation: Department of Chemistry, University of New South Wales, Syndey, Australia
ORCID: https://orcid.org/0000-0002-5766-4516
Publications
Article Type: Review Article
Title: The Generalized Korteweg-de Vries Equation: Balance of Nonlinearity and Dispersion from Solitons to Blow-up and Beyond-A Comprehensive Review
Author(s): Weiguang Huang ORCID
The Generalized Korteweg-de Vries Equation: Balance of Nonlinearity and Dispersion from Solitons to Blow-up and Beyond-A Comprehensive Review HTML PDF PDF
Article Type: Review Article
Title: Review on the Hunter–Saxton Equation: Integrable Structure, Singular Dynamics, and Fractional Generalizations
Author(s): Weiguang Huang ORCID
Review on the Hunter–Saxton Equation: Integrable Structure, Singular Dynamics, and Fractional Generalizations HTML PDF PDF
Article Type: Review Article
Title: The Klein–Gordon Equation: From Relativistic Quantum Mechanics to Nonlinear Field Dynamics - A Comprehensive Review
Author(s): Weiguang Huang ORCID
The Klein–Gordon Equation: From Relativistic Quantum Mechanics to Nonlinear Field Dynamics - A Comprehensive Review HTML PDF PDF
Article Type: Review Article
Title: The Boussinesq Equation: Bidirectional Shallow-Water Waves, Solitary Waves, and the Paradigm of Nonlinear Dispersive Modelling – A Comprehensive Review
Author(s): Weiguang Huang ORCID
The Boussinesq Equation: Bidirectional Shallow-Water Waves, Solitary Waves, and the Paradigm of Nonlinear Dispersive Modelling – A Comprehensive Review HTML PDF PDF
Article Type: Case Study
Title: Analytical Solutions of Fractional Differential Equations: A Case Study Using MathHandbook
Author(s): Weiguang Huang ORCID
Analytical Solutions of Fractional Differential Equations: A Case Study Using MathHandbook HTML PDF PDF
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Stage 1 Initial Quality & Plagiarism Check
The manuscript is reviewed for journal scope, basic submission requirements, ethical compliance, and similarity/plagiarism concerns.
Stage 2 Editorial Assessment & Peer Review
Manuscripts that pass the initial screening undergo editorial assessment and independent peer review in accordance with the journal's peer-review policy.
Stage 3 Revision & Editorial Decision
Authors may be requested to revise their manuscript based on reviewer and editor comments. A final editorial decision is made after the required review and revision stages are completed.
Stage 4 Production & Publication
Accepted manuscripts proceed to production, author proofing, final quality checks, and online publication.
Processing Time Notice: Processing times vary depending on the nature and complexity of the manuscript, reviewer availability, the extent of revisions required, author response times, and production requirements. The journal does not guarantee a fixed peer-review or publication timeframe.

EDITORIAL & PUBLICATION INFORMATION

English Publication Language
Single-Blind Peer-Review Model
17% Acceptance Rate
<18% Similarity Screening Guideline
Open Access Access Model

All manuscripts undergo editorial assessment and originality screening as part of the journal's evaluation process. The acceptance rate shown is based on journal-level editorial data and may change over time. Similarity reports are assessed editorially and are not interpreted solely on the basis of a numerical similarity score.

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    • Journal Highlights

    Pure Mathematics Applied Mathematics Mathematical Physics Computational Mathematics Differential Equations and Dynamical Systems Theoretical Physics Mechanics Fluid and Solid Mechanics Computational Mechanics Artificial Intelligence and Scientific Computing

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