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Library MetaCoq.Template.utils.MCEquality
Definition
transport
{
A
} (
P
:
A
→
Type
) {
x
y
:
A
} (
e
:
x
=
y
) :
P
x
→
P
y
:=
fun
u
⇒
eq_rect
x
P
u
y
e
.
Notation
"
p # x" := (
transport
_
p
x
) (
right
associativity
,
at
level
65).
Lemma
eq_rect_transport
A
x
P
u
y
p
: @
eq_rect
A
x
P
u
y
p
=
transport
P
p
u
.
Proof
.
reflexivity
.
Defined
.