About CONF-MPCS 2026

The 4th International Conference on Mathematical Physics and Computational Simulation (CONF-MPCS 2026) is a leading conference on mathematics and physics. CONF-MPCS 2026 is open to international participants. It provides an excellent opportunity for scholars interested in mathematics, physics, and simulation to share their findings and achievements, thus promoting communication and cooperation. This conference is supported by faculty members from University of East London, University of Southampton, University of St Andrews, and so on.

CONF-MPCS 2026 is a hybrid conference, establishing an online session and welcoming participants from all countries and regions to join whenever and wherever possible. Meanwhile, to facilitate broader academic exchange and knowledge sharing, CONF-MPCS 2026 will host multiple on-site symposium series at Dalian University of Technology (Dalian, China) and Hangzhou Innovation Institute of Beihang University (Hangzhou, China). Authors are welcome to submit their manuscripts to the symposium series, each of which will independently handle the submission and review process.

The goal of this conference is to bring together researchers and practitioners from academia and industry to highlight the importance of business analysis as well as establish new collaborations in these areas. The conference looks for significant contributions to mathematics, physics, and simulation in theoretical and practical aspects.

Topics

The topics of interest include but are not limited to:

  • Dynamical Systems
  • Equilibrium Statistical Mechanics
  • General Relativity
  • Integrable Systems
  • Many-body Quantum Systems and Condensed Matter Physics
  • Nonequilibrium Statistical Mechanics
  • Partial Differential Equations
  • Probability and Random Structures
  • Quantum Field Theory
  • Quantum Information
  • Quantum Mechanics and Spectral Theory
  • String Theory and Quantum Gravity
  • Adaptive Control and Non-Linear Control
  • Artificial Intelligence
  • Computational Intelligence
  • Design, Analysis and Applications of Optimisation Algorithms
  • Deterministic, Dynamic, Stochastic, Robust and Combinatorial Optimisation Models
  • High Performance Computing
  • Information Science
  • Intelligent Control, Neuro-control, Fuzzy Control
  • Machine Learning
  • Mathematical Modeling and Simulation
  • Nano- and Bio- Mechanics
  • Optimization Techniques
  • Robotics and Automation
  • Smart Structures and Health Monitoring
  • Soft Computing
  • Structural Optimization
  • Theoretical and Empirical Studies of Computational Methods, Models and Empirical Analysis
  • Accelerator Physics
  • Accelerator Research and Development
  • Acoustics, Noise and Vibration
  • Applications of Particle Trapping
  • Biophysics, Medical Physics
  • Detectors and Data Handling
  • Engineering Physics
  • Instrumentation and Control Components
  • Magnetic Devices and Materials
  • Materials Physics
  • Mechanics, Rheology and Tribology
  • Nano and Metamaterials
  • Neuromorphic Computing
  • Nuclear Physics
  • Quantum Chromodynamics and Quantum Computers
  • Spin Dynamics
  • Statistical Mechanics
  • Stealth Technology
  • Storage Ring Physics
  • Systems and Automation Thermodynamics
  • Algebra and Its Application
  • Applied Partial Differential Equations
  • Bayesian Inference
  • Control Theory
  • Discrete Applied Mathematics
  • Fluid Dynamics
  • Fuzzy Mathematics and Its Applications
  • Geometry
  • Image Processing
  • Integral Equations
  • Nonlinear Problems in Mechanics
  • Numerical Analysis
  • Optimization and Operational Research
  • Planning and Scheduling
  • Probability Theory
  • Regression Analysis Estimation Theory
  • Sampling Theory
  • Statistics
  • Stochastic Processes

Important Dates

Venue Final Submission Conference Date Notification of Acceptance
Online Session / June 26, 2026 /
Symposium Dalian June 19, 2026 June 26, 2026 7-20 workdays
Symposium Hangzhou April 7, 2026 April 12, 2026 7-20 workdays

Review Process

The submission will first be reviewed for its topic and length, then go through an originality check. The peer-review process will begin soon after the paper is found to be qualified. The paper will be sent to have a double-blind peer review by 2 reviewers. They will judge the paper based on the theme, coverage, innovation, integrity, depth, and language. If the paper is accepted, notification of acceptance and review comments will be sent to the author via email. The actual review time may be different under certain situations.

Publication

All papers submitted to the conference will be assigned to the respective symposium committees based on factors such as submission date and topic relevance. Each symposium committee will then coordinate the peer review process, ensuring rigorous evaluation and making final decisions on acceptance and publication.

Journals

We call for excellent papers and review them according to the requirements of each journal. Qualified submissions will be directly recommended for publication in the following journals or corresponding Special Issues. The journals listed below have been indexed by Science Citation Index (SCI)/Science Citation Index Expanded (SCI-E) and/or Social Science Citation Index (SSCI):

  • JCRQ1 - Mathematics [Impact Factor: 2.4; CiteScore: 3.5]

Conference Proceedings

Accepted papers of CONF-MPCS 2026 will be published in conference proceedings according to the research field, which will be submitted to EI Compendex, Conference Proceedings Citation Index (CPCI), Crossref, CNKI, Portico, Engineering Village (Inspec), Google Scholar, and other databases for indexing. The indexing result will be determined by the conference proceedings in which the paper is included.

The papers will be exported to production and publication on a regular basis. Early-registered papers are expected to be published online earlier.

* Please note that the publication policy may vary between different publishers. For details regarding the publication process, kindly refer to the policies of the respective publisher.