Pavol Lisy <pavol.l...@gmail.com>:
> On 8/17/17, Gregory Ewing <greg.ew...@canterbury.ac.nz> wrote:
>> I don't agree that the word "for" necessarily implies proceduralness.
>
> With this logic (I humbly think that) word "while" neither
> necessarilly implies proceduralness.
I don't see the logic.
Here's a random page from an algebra textbook:
A sequence {a[n]} is called *bounded* if there is some real number b,
a *bound*, such that |a[n]| ≤ b for all n.
Z = {(a) ∈ ℝ**∞ | a[n] = 0 for all but finitely many n }
On another one:
<χ[i], χ[j]> = 0 if i ≠ j, and <χ[i], χ[j]> = 1 for each i
And:
For every value a of the variable x, there are at most n points of S
whose x-coordinate is a.
Marko
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