Search Results - "Strickland, Neil P"

Chromatic (co)homology of finite general linear groups by Hutchinson, Samuel M A, Marsh, Samuel J, Strickland, Neil P

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Chains on suspension spectra by Strickland, Neil P

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The sigma orientation is an H∞ map by Ando, Matthew, Hopkins, Michael J, Strickland, Neil P

“…In an earlier paper, the authors constructed a natural map, called the sigma orientation , from the Thom spectrum MU to any elliptic spectrum. MU is an H ∞…”
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Representation stability and outer automorphism groups by Pol, Luca, Strickland, Neil P

“…In this paper we study families of representations of the outer automorphism groups indexed on a collection of finite groups $\mathcal{U}$. We encode this…”
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Finite subgroups of formal groups by Strickland, Neil P.

“…We discuss various moduli problems involving the classification of finite subgroups or related structures on formal groups of finite height n. We show that…”
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THE SIGMA ORIENTATION IS AN H^sub [infinity]^ MAP by Ando, Matthew, Hopkins, Michael J, Strickland, Neil P

“…In an earlier paper, the authors constructed a natural map, called the sigma orientation, from the Thom spectrum MU[left angle bracket]6[right angle bracket]…”
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The Sigma Orientation Is an$H_\infty $Map by Ando, Matthew, Hopkins, Michael J., Strickland, Neil P.

“…In an earlier paper, the authors constructed a natural map, called the sigma orientation, from the Thorn spectrum MU$\left\langle 6 \right\rangle$to any…”
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Phantom maps and homology theories by Christensen, J.Daniel, Strickland, Neil P.

“…We study phantom maps and homology theories in a stable homotopy category S via a certain Abelian category A . We express the group P ( X, Y) of phantom maps X…”
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Multicurves and equivariant cobordism by Strickland, Neil P

“…Let A be a finite abelian group. We set up an algebraic framework for studying A-equivariant complex-orientable cohomology theories in terms of a suitable kind…”
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Rational morava e-theory and DSo by Strickland, Neil P., Turner, Paul R.

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Formal schemes and formal groups by Strickland, Neil P

“…We set up a framework for using algebraic geometry to study the generalised cohomology rings that occur in algebraic topology. This idea was probably first…”
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The BP cohomology of elementary abelian groups by Strickland, Neil P

“…J. London Math. Soc. 61 (2000) 93-109 In this paper we study E^*BV_k, where E=BP<m,n> is a cohomology theory with coefficient ring F_p[v_m,...,v_n] (if m>0) or…”
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Products on MU-modules by Strickland, Neil P

“…Trans Amer Math Soc 351 (1999) 2569-2606 We use the new categories of spectra and MU-modules constructed by Elmendorf, Kriz, Mandell and May to get improved…”
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K(n)-local duality for finite groups and groupoids by Strickland, Neil P

“…Topology 39 no 4 (2000) 733-772 We define an inner product (suitably interpreted) on the K(n)-local spectrum LG := L_{K(n)}BG_+, where G is a finite group or…”
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Gross-Hopkins duality by Strickland, Neil P

“…Topology 39 no 5 (2000) 1021-1033 We give a new and simpler proof of a result of Hopkins and Gross relating Brown-Comenetz duality to Spanier-Whitehead duality…”
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Chern approximations for generalised group cohomology by Strickland, Neil P

“…Let G be a finite group, and let E be a generalised cohomology theory, subject to certain technical conditions. We study a certain ring C(E,G) that is the best…”
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Morava E-theory of symmetric groups by Strickland, Neil P

“…We compute the completed E(n) cohomology of the classifying spaces of the symmetric groups, and relate the answer to the theory of finite subgroups of formal…”
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The Hopf Rings for KO and KU by Morton, Dena S. Cowen, Strickland, Neil P

“…We compute the mod two homology Hopf rings of the spectra KO and KU. The spaces in these spectra are the infinite classical groups and their coset spaces, and…”
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The sigma orientation is an H-infinity map by Ando, Matthew, Hopkins, Michael J, Strickland, Neil P

“…In "Elliptic spectra, the Witten genus, and the Theorem of the cube" (Invent. Math. 146 (2001)), the authors constructed a natural map from the Thom spectrum…”
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Phantom Maps and Homology Theories by Christensen, J. Daniel, Strickland, Neil P

“…Topology 37 (1998), 339-364 We study phantom maps and homology theories in a stable homotopy category S via a certain Abelian category A. We express the group…”
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