Organizers
Paolo PIERSANTI, The Chinese University of Hong Kong, Shenzhen, China
Maurizio GRASSELLI, Politecnico di Milano, Italy
Abstract
This international workshop aims to bring together experts and emerging scholars in the fields of Partial Differential Equations, Calculus of Variations, Fluid Dynamics, and Nonlinear Analysis. The event will feature a series of keynote presentations, panel discussions, and collaborative sessions that delve into theoretical developments and practical applications. Topics of interest include the mathematical modeling and analysis of fluid flow, free boundary problems, homogenization problems in mechanics of solids, and analysis of liquid crystal models. Participants will have the opportunity to share their latest research findings, exchange ideas, and explore new methodologies that bridge these areas. By fostering interdisciplinary dialogue, this workshop seeks to advance the understanding and application of these critical mathematical concepts, promoting innovation and collaboration among the global research community.
Description of the aim
The aim of this international workshop is to create an interactive platform for experts and emerging scholars to explore the intricate relationships among Partial Differential Equations, Calculus of Variations, Fluid Dynamics, and Nonlinear Analysis. Through presentations, discussions, and collaborative sessions, we seek to:
1. Foster Collaboration: Encourage interdisciplinary dialogue among participants from various fields, promoting the exchange of ideas and techniques.
2. Advance Research: Highlight recent advancements and ongoing research in the areas encompassed by the workshop, and facilitate discussions on current mathematical challenges and future directions of research.
Ultimately, the workshop aims to strengthen the global community of researchers in the aforementioned areas, providing a stimulating environment for exchanging ideas and fostering collaborations in these critical areas of mathematics.
