- 2026 International Conference on Applied Mathematics, Modeling in Engineering
- AMME 2026
- December 28-29, 2026
Changsha, China


AMME 2026 is an international academic conference dedicated to fostering interdisciplinary collaboration between scholars, researchers, and industry professionals in the fields of applied mathematics and engineering applications, in order to debate current and interdisciplinary topics in artificial intelligence, control, fractional calculus, optimization and their applications in engineering science and related fields such as energy, manufacturing, health, physical and biological systems. The conference serves as a rigorous scholarly platform for disseminating cutting-edge research findings, sharing methodological advances, and promoting global scientific exchange among academics, engineers, practitioners, graduate students, and R&D professionals.
The program features peer-reviewed oral presentations, structured technical sessions, and interactive panel discussions designed to encourage in-depth intellectual engagement. Complementing these activities, poster sessions and exhibition booths provide targeted opportunities for knowledge transfer, networking, and collaborative exploration—particularly beneficial for early-career researchers and industry stakeholders seeking strategic partnerships and innovation opportunities.
We look forward to your participation in the conference and welcome submissions of both abstracts and full papers.
Email: amme2026@163.com
Submission
Papers accepted for AMME 2026 will be published in the conference proceedings and submitted for indexing in major databases, including EI Compendex, CNKI and Scopus.
Selected excellent papers will be published by the following SCI journal:
Special Issue "Multiscale Modeling in Engineering and Mechanics, 2nd Edition"
Mathematicas (ISSN 2227-7390),SCI-indexed.
Topics include:
1. Computational methods and techniques for multiscale modeling;
2. Microscopic and macroscopic mechanical modeling and mathematical connections;
3. Multiphysics and multiscale modeling of engineering;
4. Computational morphology analysis and characterization of multiscale materials and structures including defects and cracks;
5. Data-driven approaches for multiscale modeling and mechanical property predictions;
6. Uncertainty and randomness quantification and sensitivity analysis in multiscale modeling;
7. Development of novel experimental techniques to probe the behavior of multiscale systems, such as in situ imaging and sensing methods;
8. Future directions in the development and application of experimental and multiscale modeling methods, including the use of advanced imaging and sensing techniques, machine learning, and artificial intelligence.