Proposition 7.5.11.1.1 (00H7): Monoids With Respect to $\wedge $

Table of Contents
Part 2: Sets
Chapter 7: Tensor Products of Pointed Sets
Section 7.5: The Smash Product of Pointed Sets
Subsection 7.5.11: Monoids With Respect to the Smash Product of Pointed Sets
Proposition 7.5.11.1.1: Monoids With Respect to $\wedge $ (cite)

7.5.11 Monoids With Respect to the Smash Product of Pointed Sets

Proposition 7.5.11.1.1 ▶ Monoids With Respect to $\wedge $

The category of monoids on $\smash {\webleft (\mathsf{Sets}_{*},\wedge ,S^{0}\webright )}$ is isomorphic to the category of monoids with zero and morphisms between them.

Proof of Proposition 7.5.11.1.1.

See , in particular , , and .

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