That's right !
>>From what I remember REMainder and MODulo are two different things.
I fully agree with this.
>And what you refer to is the remainder of the integer division.
No, I do refer to the MODULO, which, as I said,
shall be within the range [0, (b-1)]
But it seems that it is MHEG-5 (not me definitely) that refer to what you
call the remainder by giving the following (remainder) equality in the
definition of its modulo action :
"(a DIV b) * b + (a MOD b) = a"
Wasn't I clear enough ? I hope to be so now... ;-)
Regards,
Emmanuel
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