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Abstract: We refine the Whitehead torsion of a chain equivalence of finite chain complexes in an additive category A from an element of K ˜ 1 i s o (A) to an element of the absolute group K ...
Abstract: We express the signature modulo 4 of a closed, oriented, 4 k –dimensional P L manifold as a linear combination of its Euler characteristic and the new absolute torsion ...
We have found 2 people in the UK with the name John Korzeniewski. Click here to find personal data about John Korzeniewski including phone numbers, addresses, directorships ...
Monday, 9th August: Andrew Korzeniewski, "The signature mod 4" Tuesday, 10th August: Joerg Sixt, "l-monoids and (B,\ beta)-surgery" Wednesday, 11th August: Jeremy Brookman ...
Andrew Korzeniewski On the signature of fibre bundles and absolute Whitehead torsion PhD, Edinburgh, 2005 Philipp Lohrmann Supersymmetric heterotic backgrounds and special geometry
Abstract: We refine the Whitehead torsion of a chain equivalence of finite chain complexes in an additive category A from an element of K 1 i s o (A) to an element of the ...
Abstract: We express the signature modulo 4 of a closed, oriented, 4 k dimensional P L manifold as a linear combination of its Euler characteristic and the new absolute ...
216 Andrew Korzeniewski R-modulesf WC! Dis a contractible chain complex C.f/. The naive absolute torsion. C.f//2 K 1. R/onlyhasgood additive and composition formulae modulo Im
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