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Def
a
n == if 0
a
a
n ;((-a) rem n)=
0
-((-a)
n) else -((-a)
n)+-1 fi
is mentioned by
Thm*
a:
, n:
, q:
, r:
. a = q
n+r
r < n
q = (a
n) & r = (a mod n)
[div_floor_mod_unique]
Thm*
a:
, n:
. a = (a
n)
n+(a mod n) & (a mod n) < n
[div_floor_mod_properties]
In prior sections:
int
2
Try larger context:
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