H. N. S. Earp

collaborators

3 papers

math.DG2026

Minimising Willmore Energy via Neural Flow

Edward Hirst, Henrique N. SÃ¡ Earp, TomÃ¡s S. R. Silva

The neural Willmore flow of a closed oriented $2$ -surface in $R^{3}$ is introduced as a natural evolution process to minimise the Willmore energy, which is the squared $L^{2}$ …

math.DG2026

The exterior derivative and the mean value equality in $R^{n}$

Daniel Fadel, Henrique N. SÃ¡ Earp, TomÃ¡s S. R. Silva

This survey revisits classical results in vector calculus and analysis by exploring a generalised perspective on the exterior derivative, interpreting it as a measure of "infinites…

math.DG2026

Neural and numerical methods for $G_{2}$ -structures on contact Calabi-Yau 7-manifolds

Elli Heyes, Edward Hirst, Henrique N. SÃ¡ Earp +1

A numerical framework for approximating $G_{2}$ -structure 3-forms on contact Calabi-Yau manifolds is presented. The approach proceeds in three stages: first, existing neural…

Minimising Willmore Energy via Neural Flow

The exterior derivative and the mean value equality in Rn

Neural and numerical methods for G2​-structures on contact Calabi-Yau 7-manifolds

The exterior derivative and the mean value equality in $R^{n}$

Neural and numerical methods for $G_{2}$ -structures on contact Calabi-Yau 7-manifolds