Partition Complexes, Tits Buildings and Symmetric Products

By G. Arone, W. Dwyer. 2001

52 citations recorded by the source corpus.

Subfields: Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/0e648fecfe068122595a187b2d9b529ce4815ad3

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Geometry and Topology

1. T. Goodwillie
2. Mark Behrens
3. Lennart Meier
4. M. Hill

In Mathematical Physics

1. T. Goodwillie
2. Mark Behrens
3. Jacob Lurie
4. Lennart Meier
5. M. Hill

Citations in the corpus

• Calculus III: Taylor Series (2003, background): “ace of 7.7. It arises from a tautological map from (Y ∨y 1 Z 1 ∨y 2 Z 2)K to the space of Geometry & Topology, Volume 7 (2003) 702 Thomas G Goodwillie compactly supported sections of (Z 1 ∧Z 2)∧YW[2] −→K(2). To specify this we say where it sends the map K f˜ −→Y∨y 1 Z 1 ∨y 2 Z 2. Let fbe the com”
• The Goodwillie tower and the EHP sequence (2010, background): “ X = Sn, a (2-local) sphere, Arone and Mahowald showed that D i(Sn) ’ unless i= 2k [AM99]. In this case the GSS may be re-indexed to take the form Ek;t 1 (S n) = ˇ tD 2k(S ) )ˇ t(S ): Arone and Dwyer [AD01] identied the layers as (1.0.2) D 2k(S n) ’ k nL(k) n where L(k) nis the stable summand of the”