17 citations · 34 across the 4 of their papers we have counts for
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Continuous homology of topological periodic homology of complex cobordism
Sverre Lunøe-Nielsen, John Rognes
We determine the continuous mod homology of the topological periodic homology of the complex cobordism spectrum, as a graded algebra with Steenrod operations. The answ…
The topological Singer construction
Sverre Lunøe--Nielsen, John Rognes
We study the continuous (co-)homology of towers of spectra, with emphasis on a tower with homotopy inverse limit the Tate construction X^{tG} on a G-spectrum X. When G=C_p is cycli…
The Segal conjecture for topological Hochschild homology of complex cobordism
Sverre Lunøe--Nielsen, John Rognes
We study the C_p-equivariant Tate construction on the topological Hochschild homology THH(B) of a symmetric ring spectrum B by relating it to a topological version R_+(B) of the Si…
On cyclic fixed points of spectra
Marcel Bökstedt, Robert R. Bruner, Sverre Lunøe--Nielsen +1
For a finite p-group G and a bounded below G-spectrum X of finite type mod p, the G-equivariant Segal conjecture for X asserts that the canonical map X^G --> X^{hG} is a p-adic equ…