Contemporary Mathematics H∞ 6= E∞ Justin Noel Abstract. We provide an example of a spectrum over S 0 with an H∞ structure which does not rigidify to an E3 structure. It follows that in the category of spectra over - E-operad - Document - PDFSEARCH.IO

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	Contemporary Mathematics H∞ 6= E∞ Justin Noel Abstract. We provide an example of a spectrum over S 0 with an H∞ structure which does not rigidify to an E3 structure. It follows that in the category of spectra over Add to Reading List Document Date: 2014-04-22 16:45:21 Open Document File Size: 245,50 KB Share Result on Facebook City Berlin / Waterloo / / Company L. / / / Facility Max Planck Institute / / IndustryTerm smash products / formidable computational tools / / Organization Providence / American Mathematical Society / Max Planck Institute for Mathematics / / Person Frederick R. Cohen / Noel Abstract / David Kraines / Peter May / Justin Noel / J. Peter May / Thomas J. Lada / / Position author / / ProvinceOrState Rhode Island / Ontario / / SocialTag Abstract algebra Spectrum E∞-operad Homotopy category Homotopy Sigma-algebra Stable homotopy theory Out Highly structured ring spectrum Homotopy theory

Contemporary Mathematics H∞ 6= E∞ Justin Noel Abstract. We provide an example of a spectrum over S 0 with an H∞ structure which does not rigidify to an E3 structure. It follows that in the category of spectra overAdd to Reading List