Representing RSS as a multivariable function Think about why gradient descent applies so well to a cost function. Initially, we said that the cost of our function, meaning the difference between what ...

Representing RSS as a multivariable function Think about why gradient descent applies so well to a cost function. Initially, we said that the cost of our function, meaning the difference between what ...

In this paper, we propose a new variational framework for computing continuous curve skeletons from discrete objects that are suitable for structural shape representation. We have derived a new energy ...

Elastic flows and gradient flows in planar curves form a vibrant area of research in geometric analysis, where curves evolve in time under rules dictated by an energy functional.