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- Surgery_obstruction abstract "In mathematics, specifically in surgery theory, the surgery obstructions define a map from the normal invariants to the L-groups which is in the first instance a set-theoretic map (that means not necessarily a homomorphism) with the following property when A degree-one normal map is normally cobordant to a homotopy equivalence if and only if the image in .".
- Surgery_obstruction wikiPageExternalLink index.htm.
- Surgery_obstruction wikiPageExternalLink ictp.pdf.
- Surgery_obstruction wikiPageID "21298802".
- Surgery_obstruction wikiPageRevisionID "590141206".
- Surgery_obstruction hasPhotoCollection Surgery_obstruction.
- Surgery_obstruction subject Category:Surgery_theory.
- Surgery_obstruction comment "In mathematics, specifically in surgery theory, the surgery obstructions define a map from the normal invariants to the L-groups which is in the first instance a set-theoretic map (that means not necessarily a homomorphism) with the following property when A degree-one normal map is normally cobordant to a homotopy equivalence if and only if the image in .".
- Surgery_obstruction label "Surgery obstruction".
- Surgery_obstruction sameAs m.05fb9tw.
- Surgery_obstruction sameAs Q7646196.
- Surgery_obstruction sameAs Q7646196.
- Surgery_obstruction wasDerivedFrom Surgery_obstruction?oldid=590141206.
- Surgery_obstruction isPrimaryTopicOf Surgery_obstruction.