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16 December 2025

  • curprev 11:4511:45, 16 December 2025‎ Wic42659 talk contribs‎ 554 bytes +554‎ Created page with "Given a Poincaré-duality space X much information can be gathered from its GW-theory. As GW-theory is generally hard to compute, one important question is how GW-theory behaves under gluing of spaces. In this talk I will present a criterion which guarantees a splitting of the GW-theory of a pushout in a part fitting in a Mayer-Vietoris sequence and an error term. The criterion applies more generally for localising invariants and allows generalizations of splitting theor..."
Retrieved from "https://sfb-higher-invariants.app.uni-regensburg.de/index.php?title=Grothendieck-Witt_theory_of_pushouts"
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