INVERTIBLE SPECTRA IN THE E(n)-LOCAL STABLE HOMOTOPY CATEGORY

@inproceedings{SADOFSKY1997INVERTIBLESI,
  title={INVERTIBLE SPECTRA IN THE E(n)-LOCAL STABLE HOMOTOPY CATEGORY},
  author={HAL SADOFSKY},
  year={1997}
}
  • HAL SADOFSKY
  • Published 1997
Suppose C is a category with a symmetric monoidal structure, which we will refer to as the smash product. Then the Picard category is the full subcategory of objects which have an inverse under the smash product in C, and the Picard group Pic(C) is the collection of isomorphism classes of such invertible objects. The Picard group need not be a set in general, but if it is then it is an abelian group canonically associated with C. There are many examples of symmetric monoidal categories in… CONTINUE READING
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