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20162024
most citedCohomology of symplectic groups and Meyer's signature theorem

7 citations · 15 across the 9 of their papers we have counts for

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math.AT2018

Signature Cocycles on the Mapping Class Group and Symplectic Groups

Dave Benson, Caterina Campagnolo, Andrew Ranicki +1

Werner Meyer constructed a cocycle in which computes the signature of a closed oriented surface bundle over a surface, with fibre a surface of…

math.AT2017★ 7 cited

Cohomology of symplectic groups and Meyer's signature theorem

Dave Benson, Caterina Campagnolo, Andrew Ranicki +1

Meyer showed that the signature of a closed oriented surface bundle over a surface is a multiple of , and can be computed using an element of $H^2(\mathsf{Sp}(2g, \mathbb{Z}),\m…