4 papers
Stacking disorder in periodic minimal surfaces
Hao Chen, Martin Traizet
We construct 1-parameter families of non-periodic embedded minimal surfaces of infinite genus in , where denotes a flat 2-tori. Each of our families conver…
An orthorhombic deformation family of Schwarz' H surfaces
Hao Chen, Matthias Weber
The classical H surfaces of H. A. Schwarz form a 1-parameter family of triply periodic minimal surfaces (TPMS) that are usually described as close relatives to his more famous P su…
A new deformation family of Schwarz' D surface
Hao Chen, Matthias Weber
We prove the existence of a new 2-parameter family o of embedded triply periodic minimal surfaces of genus 3. The new surfaces share many properties with classical orthorhombic…
Another Proof of Oscar Rojo's Theorems
Hao Chen, Jürgen Jost
We present here another proof of Oscar Rojo's theorems about the spectrum of graph Laplacian on certain balanced trees, by taking advantage of the symmetry properties of the trees…