Definition 8.4.1. Let \(S \subseteq \pi _*(R)\) be a subset of homogeneous elements. We say that \(S\) is multiplicative if it contains the unit \(1 \in \pi _0(R)\) and is closed under multiplication.
Generated from the authoritative LaTeX source.
Stable homotopy theory and higher algebra · Definition 8.4.1
Definition 8.4.1. Let \(S \subseteq \pi _*(R)\) be a subset of homogeneous elements. We say that \(S\) is multiplicative if it contains the unit \(1 \in \pi _0(R)\) and is closed under multiplication.
Generated from the authoritative LaTeX source.