1 citations · 1 across the 3 of their papers we have counts for
4 papers
math.DG2019
On Bernstein-type theorems
Peter Lewintan
We summarize results concerning the Bernstein property of differential equations.
math.DG2019★ 1 cited
Geometric Calculus of the Gauss Map
Peter Lewintan
In this paper we connect classical differential geometry with the concepts from geometric calculus. Moreover, we introduce and analyze a more general Laplacian for multivector-valu…
math.DG2019
The "Wrong Minimal Surface Equation" does not have the Bernstein property
Peter Lewintan
A celebrated result of S. Bernstein states that every solution of the minimal surface equation over the entire plane has to be an affine linear function. Since the paper of Bernste…
math.DG2019
On -minimizing hypercones
Peter Lewintan
In this paper we considerably extend the class of known -minimizing hypercones using sub-calibration methods. Indeed, the improvement of previous results follows from a careful…