Now showing items 1-4 of 4
Generalization of the Von Staudt-Clausen theorem
The localization LS(x) of log(1 + x) at a set of primes S is defined by taking those powers of x in the logarithmic series for log(1 + x) which lie in the span of S. The functional inverse LS-1(x) of LS(x) also localizes ...
An isomorphism theorem for Dragilev spaces
Necessary and sufficient conditions for an Ly(a, l)-space to be isomorphic to some Lg(b, m)-space have been found.
Residues of singular holomorphic foliations
(Cambridge University Press, 1989)
C∗-actions on Grassmann bundles and the cycle at infinity.
(Aarhus Universitet * Mathematica Scandinavica, 1988)
We describe the Grassmann Graph construction of MacPherson in the analytic category using a C∗-action and the corresponding BialynickiBirula decomposition. It is shown that the cycle at infinity is analytic in the compact ...