Minimal surfaces in the product of two dimensional real space forms endowed with a neutral metric
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DOI: 10.2996/kmj/kmj45108
Abstract: We investigate minimal surfaces in products of two-spheres ${\mathbb S}^2_p\times {\mathbb S}^2_p$, with the neutral metric given by $(g,-g)$. Here ${\mathbb S}^2_p\subset {\mathbb R}^{p,3-p}$ , and $g$ is the induced metric on the sphere. We… read more here.
Keywords: minimal surfaces; product two; dimensional real; neutral metric ... See more keywords