Library Coq.NArith.NArith
Library for binary natural numbers
Require
Export
BinNums
.
Require
Export
BinPos
.
Require
Export
BinNat
.
Require
Export
Nnat
.
Require
Export
Ndiv_def
.
Require
Export
Nsqrt_def
.
Require
Export
Ngcd_def
.
Require
Export
Ndigits
.
Require
Export
NArithRing
.
N
contains an
order
tactic for natural numbers
Note that
N.order
is domain-agnostic: it will not prove
1<=2
or
x
<=
x
+
x
, but rather things like
x
<=
y
->
y
<=
x
->
x
=
y
.
Local
Open
Scope
N_scope
.
Section
TestOrder
.
Let
test
:
forall
x
y
,
x
<=
y
->
y
<=
x
->
x
=
y
.
End
TestOrder
.