Pages that link to "Item:Q2633482"
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The following pages link to The parametric \(h\)-principle for minimal surfaces in \(\mathbb{R}^n\) and null curves in \(\mathbb{C}^n\) (Q2633482):
Displaying 14 items.
- Parametric H-principle for holomorphic immersions with approximation (Q546119) (← links)
- Interpolation by conformal minimal surfaces and directed holomorphic curves (Q1616822) (← links)
- Every conformal minimal surface in \(\mathbb{R}^3\) is isotopic to the real part of a holomorphic null curve (Q1651408) (← links)
- The Oka principle for holomorphic Legendrian curves in \(\mathbb {C}^{2n+1}\) (Q1706109) (← links)
- Lower semicontinuity of ADM mass under intrinsic flat convergence (Q2048912) (← links)
- Flexible domains for minimal surfaces in Euclidean spaces (Q2079583) (← links)
- Every meromorphic function is the Gauss map of a conformal minimal surface (Q2332265) (← links)
- Immersions of open Riemann surfaces into the Riemann sphere (Q4999412) (← links)
- Holomorphic Legendrian curves in projectivised cotangent bundles (Q5070111) (← links)
- Representing de Rham cohomology classes on an open Riemann surface by holomorphic forms (Q5365314) (← links)
- NEW COMPLEX ANALYTIC METHODS IN THE THEORY OF MINIMAL SURFACES: A SURVEY (Q5379025) (← links)
- Minimal surfaces in Euclidean spaces by way of complex analysis (Q6086347) (← links)
- The space of Gauss maps of complete minimal surfaces (Q6609492) (← links)
- A strong parametric h-principle for complete minimal surfaces (Q6661035) (← links)
