Centroaffine minimal surfaces with nonsemisimple centroaffine Tchebychev operator
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We study centroaffine minimal surfaces with non-semisimple centroaffine Tchebychev operator and classify such surfaces with constant centroaffine curvature. We also study the center map of such surfaces and show that it becomes a centroaffine surface if and only if the centroaffine curvature is not equal to 1.
- Results in Mathematics
Results in Mathematics (56), 177-195, 2009-12