algebraic minimal hypersurface: it should be a minimal hypersurface computed polynomial degree
Dear Professor Guler:
The anwser will dependent on the field and the ambient space. For instance, if you consider nonsingular algebraic hypersurfaces in a complex projective space, then every hypersface is a minimal one. So there is no restriction on degree,
Sincerely yours,
B. Y. Chen
Dear Professor Chen,
Thank you very much for your kindly answer.
Actually, I wonder for the minimal (n-1)-minimal hypersurfaces is there a Weierstrass representation in complex n-space or not ?
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