Delooping of a Monoidal Category

Let $(\mathcal{V},\otimes,I)$ be a Monoidal Category. The delooping of $\mathcal{V}$, denoted $\mathbf{B}\mathcal{V}$, is the single object Bicategory where

• 1-Cells ${{}_{1}(\star,\star)}$ are objects of $\mathcal{V}$
• 2-Cells ${{}_{1}(A,B)}$ are morphisms ${{A}\to{B}}$