$1$, for $S = [1, 2]$
Terms
| Term | This example | Why |
|---|---|---|
| lower bound | ✓ | $1$ is the infimum of $[1, 2]$, and so a lower bound, and it belongs to the set, so it is the minimum. |
| infimum | ✓ | |
| minimum | ✓ | |
| minimal element | ✓ | $1$ is a minimal element of $[1, 2]$, because no element of $[1, 2]$ is smaller than $1$. |