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2026年波动问题摘要集

Waves 2026 Book of Abstracts

Lise-Marie Imbert-Gerard, Chrysoula Tsogka, Daniel Appelo, Thomas Hagstrom, Yann-Meing Law, Serge Prudhomme, Behrooz Yousefzadeh

arXiv 2607.19425首次发表:更新:

AI 中文总结

2026年波动问题国际会议(WAVES 2026)将在蒙特利尔举行,延续推动波动传播数学和数值研究的传统,是理论、计算与应用结合的论坛,科学议程涵盖多方面波动技术及主题,有广泛跨学科应用。

AI 中文摘要

2026年波动问题国际会议(WAVES 2026)是每两年举办一次的系列会议中的第十七次会议,其历史上在欧美交替举办,以推动波动传播的数学和数值研究。2026年6月22日至26日在加拿大蒙特利尔康考迪亚大学约翰·莫尔森大楼举行,是理论、计算和应用交汇的领先国际论坛。科学议程涵盖波动现象的数学和数值技术的各个方面,包括偏微分方程建模分析到高效计算方法设计等,有众多代表性主题及跨学科应用。

英文摘要

WAVES 2026, 17th International Conference on Mathematical and Numerical Aspects of Wave Propagation Concordia University (John Molson Building), Montreal, Canada, June 22-26, 2026 WAVES 2026 is the seventeenth meeting in a long-running biennial series that has, throughout its history, alternated between Europe and North America to advance the mathematical and numerical study of wave propagation. Hosted at the John Molson Building of Concordia University in Montreal from June 22 to 26, 2026, the conference continues this tradition as a leading international forum where theory, computation, and application meet. The scientific program spans the full breadth of mathematical and numerical techniques for wave phenomena, from the modeling and analysis of the governing partial differential equations to the design, analysis, and implementation of efficient computational methods. Representative themes include acoustic, electromagnetic, elastic, and seismic wave propagation; scattering and inverse problems; high-frequency and asymptotic methods; finite element, boundary integral, and time-domain discretizations; and absorbing boundary conditions and domain truncation, with applications reaching across the physical sciences and engineering.

CommentsThe authors are the organizing committee - editors

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