Extrinsic Complex Projective Geometry

William F. Pohl
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William F. Pohl: Stanford University, Department of Mathematics

A chapter in Proceedings of the Conference on Complex Analysis, 1965, pp 18-29 from Springer

Abstract: Abstract Let P N denote N-complex-dimensional complex projective space, and M a complex manifold. Consider complex analytic mappings f: M → P N . A general problem of extrinsic geometry is to relate the intrinsic invariants of M with the extrinsic invariants of such maps1.

Keywords: Line Bundle; Complex Manifold; Algebraic Variety; Tangent Plane; Cohomology Class (search for similar items in EconPapers)
Date: 1965
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DOI: 10.1007/978-3-642-48016-4_3

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