Correction to: HZ-algebra spectra are differential graded algebras
Abstract
This correction article is actually unnecessary. The proof of Theorem 1.2, concerning commutative HQ-algebra spectra and commutative differential graded algebras, in the author's paper [American Journal of Mathematics vol. 129 (2007) 351-379 (arxiv:math/0209215v4)] is correct as originally stated. Neil Strickland carefully proved that D is symmetric monoidal; so Proposition 4.7 and hence also Theorem 1.2 hold as stated. Strickland's proof will appear in joint work with Stefan Schwede; see related work in Strickland's [arxiv:0810.1747]. Note here D is defined as a colimit of chain complexes; in contrast, non-symmetric monoidal functors analogous to D are defined as homotopy colimits of spaces in previous work of the author.
Keywords
Cite
@article{arxiv.0708.1299,
title = {Correction to: HZ-algebra spectra are differential graded algebras},
author = {Brooke Shipley},
journal= {arXiv preprint arXiv:0708.1299},
year = {2009}
}
Comments
The original article is actually correct as stated. Thus, this correction article is unnecessary.