Apparent contours of nonsingular real cubic surfaces

Published 9 Jun 2013 in math.AG | (1306.2002v3)

Abstract: We give a complete deformation classification of real Zariski sextics, that is of generic apparent contours of nonsingular real cubic surfaces. As a by-product, we observe a certain "reversion" duality in the set of deformation classes of these sextics.

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