Degenerate solutions found in 2D H-system bubbles with higher degrees.
arXiv research
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Researchers found a new type of singularity in surface evolution equations.
Using the functional associated with the optimal Wente inequality for pairs of functions on 2-dimensional domains, we show the existence of solutions to the H-system on an annulus satisfying Neumann boundary conditions.
In this paper almost complex surfaces of the nearly Kähler are studied in a systematic way. We show that on such a surface it is possible to define a global holomorphic differential, which is induced by an almost product structure on the nearly Kähler . We also find a correspondence betwe…