16 citations · 51 across the 15 of their papers we have counts for
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q-bio.PE2020★ 7 cited
Proposal of a recursive compartment model of epidemics and applications to the Covid-19 pandemic
Matthias Kreck, Erhard Scholz
This is work in progress. We make it accessible hoping that people might find the idea useful. We propose a discrete, recursive 5-compartment model for the spread of epidemics, whi…
math.HO2020
From Grassmann complements to Hodge-duality
Erhard Scholz
Hodge duality is a central concept of 20th century algebraic and analytic geometry and plays a non-negligible role also in recent mathematical physics. At first sight one might exp…
math.DG2020
Light cone and Weyl compatibility of conformal and projective structures
Vladimir S. Matveev, Erhard Scholz
In the literature different concepts of compatibility between a projective structure and a conformal structure on a differentiable manifold are used. In particular compatibility in…