On mixed projective curves

  • Mutsuo Oka

    Tokyo University of Science, Japan
On mixed projective curves cover

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Let be a strongly polar homogeneous polynomial of variables . This polynomial defines a projective real algebraic variety in the projective space . The behavior is different from that of the projective hypersurface. The topology is not uniquely determined by the degree of the variety even if is non-singular. We study a basic property of such a variety.