Ansicht nach Organisationseinheit

Many systems that arise in Fluid Physics can be interpreted as the motion

of a Newtonian particle in an infinite dimensional Riemannian manifold,

subject to certain potential or magnetic forces. Bringing in ideas from

Riemannian geometry is helpful both for the mathematical understanding and

in the context of algorithms for Fluid Simulation. The class should be

accessible to anyone having some familiarity with differentiable manifolds.

Many systems that arise in Fluid Physics can be interpreted as the motion

of a Newtonian particle in an infinite dimensional Riemannian manifold,

subject to certain potential or magnetic forces. Bringing in ideas from

Riemannian geometry is helpful both for the mathematical understanding and

in the context of algorithms for Fluid Simulation. The class should be

accessible to anyone having some familiarity with differentiable manifolds.