| Authors: | Petrić, Zoran Trimble, Todd |
Title: | Symmetric bimonoidal intermuting categories and ω × ω reduced bar constructions | Journal: | Applied Categorical Structures | Volume: | 22 | Issue: | 3 | First page: | 467 | Last page: | 499 | Issue Date: | 1-Jan-2014 | Rank: | M22 | ISSN: | 0927-2852 | DOI: | 10.1007/s10485-013-9317-8 | Abstract: | A new, self-contained, proof of a coherence result for categories equipped with two symmetric monoidal structures bridged by a natural transformation is given. It is shown that this coherence result is sufficient for ω × ω-indexed family of iterated reduced bar constructions based on such a category. |
Keywords: | Bar construction | Coherence | Infinite loop spaces | Symmetric monoidal categories | Publisher: | Springer Link |
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