A complex space is a mathematical space based upon complex numbers. Types of complex space include:. From Wikipedia, the free encyclopedia. Types of complex space include: Complex affine space , an affine space over the complex numbers, with no distinguishable point of origin Complex analytic space , a generalization of a complex manifold, with singularities allowed Complex coordinate space , the set of all ordered n -tuples of complex numbers Complex Hilbert space , a complex inner product space that is also a complete metric space Complex manifold , in differential geometry, a manifold with an atlas of charts to the open unit disk such that the transition maps are holomorphic Complex projective space , a projective space with respect to the field of complex numbers Unitary space , a vector space with the addition of an inner-product structure Complex vector space , a vector space whose scalar field is the complex numbers Disambiguation page providing links to topics that could be referred to by the same search term. Categories : Mathematics disambiguation pages.
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