- #1
Diophantus
- 70
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I was just wondering what the more fundamental definition of a conic in complex projective 2 space is. Is it better to say that it is a curve such that the dehomogenisation of its defining equation is a represents a conic in R^2; OR simply a curve defined by a homogeneous degree two polynomial.
Or is it better to define it in a more geometric way?
I suppose this is all a matter of opinion really.
Or is it better to define it in a more geometric way?
I suppose this is all a matter of opinion really.