2022 Volume 45 Issue 1 Pages 117-142
We investigate minimal surfaces in products of two-spheres Sp2×Sp2, with the neutral metric given by (g,-g). Here Sp2 ⊂ Rp,3-p, and g is the induced metric on the sphere. We compute all totally geodesic surfaces and we give a relation between minimal surfaces and the solutions of the Gordon equations. Finally, in some cases we give a topological classification of compact minimal surfaces.
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