Pages that link to "Item:Q3638212"
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The following pages link to Discrete Koenigs Nets and Discrete Isothermic Surfaces (Q3638212):
Displaying 22 items.
- Planar discrete isothermic nets of conical type (Q286677) (← links)
- A \(2\times 2\) Lax representation, associated family, and Bäcklund transformation for circular K-nets (Q312163) (← links)
- Geometric discretization of the Bianchi system (Q556214) (← links)
- Conformal hexagonal meshes (Q639973) (← links)
- Oriented mixed area and discrete minimal surfaces (Q848678) (← links)
- Discrete maximal surfaces with singularities in Minkowski space (Q891591) (← links)
- A curvature theory for discrete surfaces based on mesh parallelity (Q985687) (← links)
- Multi-nets. Classification of discrete and smooth surfaces with characteristic properties on arbitrary parameter rectangles (Q1985297) (← links)
- Discretizations of surfaces with constant ratio of principal curvatures (Q1985300) (← links)
- Discrete special isothermic surfaces (Q2256247) (← links)
- Discrete constant mean curvature nets in space forms: Steiner's formula and Christoffel duality (Q2514225) (← links)
- Nets of lines with the combinatorics of the square grid and with touching inscribed conics (Q2665265) (← links)
- Smooth and discrete cone-nets (Q2701312) (← links)
- S-Conical CMC Surfaces. Towards a Unified Theory of Discrete Surfaces with Constant Mean Curvature (Q2832778) (← links)
- Solving Minimal Surface Problems on Surfaces and Point Clouds (Q3300342) (← links)
- Isothermic surfaces in sphere geometries as Moutard nets (Q3508101) (← links)
- On a discretization of confocal quadrics. I. An integrable systems approach (Q4555408) (← links)
- Discrete Minimal Surfaces of Koebe Type (Q4609924) (← links)
- On Discrete Conjugate Semi-Geodesic Nets (Q5090563) (← links)
- Semi-discrete isothermic surfaces (Q5891062) (← links)
- Discrete Ω$\Omega$‐nets and Guichard nets via discrete Koenigs nets (Q6075063) (← links)
- The geometry of discrete asymptotic-geodesic 4-webs in isotropic 3-space (Q6137887) (← links)
