In most references about enriched categories, $(\mathcal V, \otimes)$ is supposed to be a monoidal category and then $\mathcal V$-enriched categories are defined.
Why is the letter $\mathcal V$ used for a monoidal category?
In most references about enriched categories, $(\mathcal V, \otimes)$ is supposed to be a monoidal category and then $\mathcal V$-enriched categories are defined.
Why is the letter $\mathcal V$ used for a monoidal category?
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