Definitions from Wiktionary (complex projective line)
▸ noun: (analytic geometry, projective geometry) A complex line (especially, the set of complex numbers regarded as such) endowed with a point at infinity (thus becoming a projective line); (more formally) the set of equivalence classes of ordered pairs (α, β) of complex numbers, not both zero, with respect to the equivalence relation "(α, β) ≡ (λα, λβ) for all nonzero complex λ".
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▸ noun: (analytic geometry, projective geometry) A complex line (especially, the set of complex numbers regarded as such) endowed with a point at infinity (thus becoming a projective line); (more formally) the set of equivalence classes of ordered pairs (α, β) of complex numbers, not both zero, with respect to the equivalence relation "(α, β) ≡ (λα, λβ) for all nonzero complex λ".
Similar:
complex line,
complex plane,
hypercomplex number,
projective geometry,
complex,
projectivization,
projective variety,
real plane,
projective,
projectivisation,
more...
Opposite:
▸ Words similar to complex projective line
▸ Usage examples for complex projective line
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▸ Wikipedia articles (New!)
▸ Words that often appear near complex projective line
▸ Rhymes of complex projective line
▸ Invented words related to complex projective line