Prem-mappings, triple self-intersection points of oriented surfaces, and the Rokhlin signature theorem
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We find a connection between the Rokhlin theorem on the signature of a four-dimensional manifold and the notion of a prem-mapping that arises from the theory of embeddings of smooth manifolds.
KeywordsManifold Smooth Manifold Oriented Surface Signature Theorem
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© Plenum Publishing Corporation 1996