S-embeddings and discrete maximal Lorentz surfaces

Niklas Affolter
Technische Universität Berlin

We build upon the work of Chelkak, Laslier and Russkikh to present a class of s-embeddings that corresponds to discrete isothermic surfaces in Lorentz space. As a special case, we identify discrete maximal surfaces, which are discrete surfaces with vanishing discrete mean curvature. We also introduce an associated family of discrete maximal surfaces and the corresponding family of s-embeddings. Joint work with Dellinger, Müller, Polly, Smeenk and Techter.

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