Robert L. Bryant

most citedLaplacian Flow for Closed

G_{2}

-Structures: Short Time Behavior

39 citations · 51 across the 2 of their papers we have counts for

collaborators

2 papers

math.DG2011★ 12 cited

Complex analysis and a class of Weingarten surfaces

Robert L. Bryant

An idea of Hopf's for applying complex analysis to the study of constant mean curvature spheres is generalized to cover a wider class of spheres, namely, those satisfying a Weingar…

math.DG2011★ 39 cited

Laplacian Flow for Closed $G_{2}$ -Structures: Short Time Behavior

Robert Bryant, Feng Xu

We prove short time existence and uniqueness of solutions to the Laplacian flow for closed $G_{2}$ structures on a compact manifold $M^{7}$ . The result was claimed in \cite{BryantG2},…

Complex analysis and a class of Weingarten surfaces

Laplacian Flow for Closed G2​-Structures: Short Time Behavior

Laplacian Flow for Closed $G_{2}$ -Structures: Short Time Behavior