3 problems
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Four-dimensional parametrization conjecture for surfaces with two noncospheric circles through each point
Identify with the quaternion skew field . Let an analytic surface in have two noncospheric circular arcs through every point, fully contai…
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Main conjecture on surfaces containing two circular arcs through each point
An analytic surface in is the image of an injective real analytic map from a planar domain with nondegenerate differential at every point. Two circular arcs are tran…
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Classification conjecture for surfaces containing two circles through each point
The examples under consideration include Euclidean translational surfaces, Clifford translational surfaces, Darboux cyclides, and their images under Möbius transformations. A surfa…