Mathematical Problems Relating to the Navier-Stokes Equations

Giovanni P. Galdi presents a deep exploration of mathematical challenges linked to the Navier-Stokes equations, a fundamental aspect of fluid dynamics. His work takes a fresh perspective on the Helmholtz decomposition and tackles the Neumann problem within Lq-spaces, specifically focusing on bounded and exterior domains.

This comprehensive study bridges theoretical concepts with practical applications, appealing to both researchers and advanced practitioners in mathematics and physics. Galdi's rigorous approach not only sheds light on complex problems but also offers innovative methodologies that could pave the way for future discoveries in the field of fluid mechanics.