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High Quality Content by WIKIPEDIA articles! In mathematics, a projective plane has two possible definitions, one of them coming from linear algebra, and another (which is more general) coming from axiomatic and finite geometry. The first definition quickly produces planes that are homogeneous spaces for some of the classical groups, including the real projective plane P^2. The second is suitable for an exhaustive study of the simple incidence properties of plane geometry.

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High Quality Content by WIKIPEDIA articles! In mathematics, a projective plane has two possible definitions, one of them coming from linear algebra, and another (which is more general) coming from axiomatic and finite geometry. The first definition quickly produces planes that are homogeneous spaces for some of the classical groups, including the real projective plane P^2. The second is suitable for an exhaustive study of the simple incidence properties of plane geometry.