The smash product for derived categories in stable homotopy theory

Details The smash product for derived categories in stable homotopy theory The smash product for derived categories in stable homotopy theory

2010-03-31

arxiv.org/abs/1004.0006v3

Mathematics

Algebraic Topology

Minor corrections

Scientific paper

An E_1 (or A-infinity) ring spectrum R has a derived category of modules D_R.
An E_2 structure on R endows D_R with a monoidal product. An E_3 structure on R
endows the monoidal product with a braiding. If the E_3 structure extends to an
E_4 structure then the braided monoidal product is symmetric monoidal.

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