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- Gysin_sequence abstract "In the field of mathematics known as algebraic topology, the Gysin sequence is a long exact sequence which relates the cohomology classes of the base space, the fiber and the total space of a sphere bundle. The Gysin sequence is a useful tool for calculating the cohomology rings given the Euler class of the sphere bundle and vice versa. It was introduced by Gysin (1942), and is generalized by the Serre spectral sequence.".
- Gysin_sequence wikiPageExternalLink purl?GDZPPN002053314.
- Gysin_sequence wikiPageID "7095671".
- Gysin_sequence wikiPageRevisionID "600494989".
- Gysin_sequence hasPhotoCollection Gysin_sequence.
- Gysin_sequence subject Category:Algebraic_topology.
- Gysin_sequence comment "In the field of mathematics known as algebraic topology, the Gysin sequence is a long exact sequence which relates the cohomology classes of the base space, the fiber and the total space of a sphere bundle. The Gysin sequence is a useful tool for calculating the cohomology rings given the Euler class of the sphere bundle and vice versa. It was introduced by Gysin (1942), and is generalized by the Serre spectral sequence.".
- Gysin_sequence label "Gysin sequence".
- Gysin_sequence label "Gysin-Sequenz".
- Gysin_sequence sameAs Gysin-Sequenz.
- Gysin_sequence sameAs m.0h3ynn.
- Gysin_sequence sameAs Q1558545.
- Gysin_sequence sameAs Q1558545.
- Gysin_sequence wasDerivedFrom Gysin_sequence?oldid=600494989.
- Gysin_sequence isPrimaryTopicOf Gysin_sequence.