- #1
SprucerMoose
- 62
- 0
G'day all,
If i let S={[aij]nxn, where aij = aji, n[tex]\in[/tex]Z+}
How do I distinguish between a single natural number n or all natural numbers?
I am trying to show that for each n, this set makes a subspace, but am not sure how to represent this set without the ambiguity, as this is not a subspace if the set contains more than a single n.
Thanks
If i let S={[aij]nxn, where aij = aji, n[tex]\in[/tex]Z+}
How do I distinguish between a single natural number n or all natural numbers?
I am trying to show that for each n, this set makes a subspace, but am not sure how to represent this set without the ambiguity, as this is not a subspace if the set contains more than a single n.
Thanks