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Iris
Fairis
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173af5fb
Commit
173af5fb
authored
May 31, 2016
by
Robbert Krebbers
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More documentation of f_equiv.
parent
c9760e26
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prelude/tactics.v
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prelude/tactics.v
View file @
173af5fb
...
...
@@ -250,11 +250,13 @@ Ltac setoid_subst :=
|
H
:
@
equiv
?
A
?
e
_
?
x
|-
_
=>
symmetry
in
H
;
setoid_subst_aux
(
@
equiv
A
e
)
x
end
.
(
**
f_equiv
works
on
goals
of
the
form
"
f _ = f _
"
,
for
any
relation
and
any
number
of
arguments
.
It
looks
for
an
appropriate
"
Proper
"
instance
,
and
applies
(
**
f_equiv
works
on
goals
of
the
form
[
f
_
=
f
_
]
,
for
any
relation
and
any
number
of
arguments
.
It
looks
for
an
appropriate
[
Proper
]
instance
,
and
applies
it
.
The
tactic
is
somewhat
limited
,
since
it
cannot
be
used
to
backtrack
on
the
Proper
instances
that
has
been
found
.
To
that
end
,
we
try
to
ensure
the
trivial
instance
in
which
the
resulting
goals
have
an
[
eq
].
*
)
trivial
instance
in
which
the
resulting
goals
have
an
[
eq
].
More
generally
,
when
having
[
Proper
(
equiv
==>
dist
)
f
]
and
[
Proper
(
dist
==>
dist
)
f
],
it
will
favor
the
second
.
*
)
Ltac
f_equiv
:=
match
goal
with
|
_
=>
reflexivity
...
...
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