Pages that link to "Item:Q1592431"

The following pages link to Kenmotsu type representation formula for surfaces with prescribed mean curvature in the hyperbolic 3-space (Q1592431):

Displaying 9 items.

• The Gauss map and second fundamental form of surfaces in a Lie group (Q325957) (← links)
• A Hopf theorem for non-constant mean curvature and a conjecture of A. D. Alexandrov (Q343152) (← links)
• Surfaces and fronts with harmonic-mean curvature one in hyperbolic three-space (Q841447) (← links)
• Kenmotsu-Bryant type representation formulas for constant mean curvature surfaces in \(\mathbb{H}^3 (-c^2)\) and \(\mathbb{S}_1^3 (c^2)\) (Q1284231) (← links)
• Kenmotsu-Bryant type representation formula for constant mean curvature spacelike surfaces in \({\mathbf H}_1^3(-c^2)\) (Q1295471) (← links)
• On the constructibility of a negatively curved complete surface of constant mean curvature in \(\mathbb{H}^3\) determined by a prescribed Hopf differential (Q1407763) (← links)
• Kenmotsu type representation formula for surfaces with prescribed mean curvature in the 3-sphere (Q1572914) (← links)
• (Q4533069) (← links)
• CMC surfaces in the hyperbolic \(3\)-space. (Q5955873) (← links)