The ring of $n \times n$ matrices over a finite field $F$ whose entries below the diagonal are all zero.
Keywords matrix ring
Name | Measure | |
---|---|---|
cardinality | $q^{n(n+1)/2}$ | |
composition length | left: $n(n+1)/2$ | right: $n(n+1)/2$ |
global dimension | left: 1 | right: 1 |
Krull dimension (classical) | 0 |
Name | Description |
---|---|
Left singular ideal | $\{0\}$ |
Right singular ideal | $\{0\}$ |