Author: Di Xu (https://www.google-melange.com/archive/gsoc/2014/orgs/clojure/projects/xudifsd.html)
This documentation describes implementation detail of function type inference.
infer-prest
in cs_gen.clj is the function to infer function type with <*
syntax, like hash-map
with following type:
(All [k v]
[(HSeq [k v] :repeat true) <* -> (Map k v)])
The signature of this function is [X Y S T T-var R expected]
, this is very
similar to infer-vararg
, except T-var
is bound to type that on the left of
<*
, which is (HSeq [k v] :repeat true)
in hash-map
example.
I implement it in a very understandable way: split S
at count of T into
short-S
and rest-S
, wrap rest-S
into HeterogeneousVector
, and then
invoke infer
to do the real work.
Because I have already implemented cs-gen for HeterogeneousVector
, HSeq
and
HSequential
with repeat
attribute. This should works fine.
The problem that concerns me is the explicit usage of HeterogeneousVector
,
and the ability that people can use whatever type they want to be left of <*
,
as long as that type has repeat
attribute.
So if we support repeat
in HeterogeneousList
someday, and people use
HList
as prest type, it will get type error in all cases.
infer-pdot
in cs_gen.clj is the function to infer function type with <...
syntax, like assoc
with following type:
(All [m k v c ...]
[m k v (HSeq [c c] :repeat true) <... c
-> (Assoc m k v c ... c)])
syntax of <...
is similar to ...
syntax, which requires type on its left,
and bounded symbol on its right.
The signature of infer-pdot
is
[X dotted-var dotted-bnd S T T-dotted R must-vars & {:keys [expected]}]
which is similar to infer-dots
. But we require that T-dotted
have repeat
and type
attributes.
I treat all types in types
of T-dotted
as pre-type, so I first substitute
pre-type with fresh symbols generated by var-store-take
.
Other part of infer-pdot
is similar to infer-dots
.
The main user of <...
is assoc
function, and rng
is typically Assoc
type. The problem I faced is that it is very difficult to do cs-gen with
Assoc
and HMap
while checking with expected
. Because HMap
has so many
attributes like optional
, absent-keys
, and we can not constraint very
accurately on target
, entries
and dentries
of Assoc
, at this time.
I am wondering if we could construct expected type when we are done inference
of all arguments, and then check constructed type with expected
type. This
will makes inference much easier to do, but I have not tried this way, and not
sure if this works.
Assoc
, HMap
This case is very difficult to handle, not only because HMap
has so many
attributes, but also because Assoc
is not a complete type(it just simulate a
function). So, when we do
(cs-gen (Assoc m k v c ... c) (HMap :mandatory {:a Number :b String}))
m
could be either {}
, {:a Number}
, {:b String}
or
{:a Number :b String}
, and type of k
, v
and c
is also uncertain.
Right now we annotate assoc
as
(All [m k v c ...]
[m k v (HSeq [c c] :repeat true) <... c
-> (Assoc m k v c ... c)])
and if we do
=> (t/cf (assoc {:a 1} :b "a") (HMap :mandatory {:a Number :b String}))
this will cause NYI error, because we have not supported cs-gen Assoc
with
dentries and HMap
right now.
But if we do, we should generate constraint on Assoc
and HMap
, this is
because HMap
is our expected type. So how should we generate that constraints?
Should m
be {}
or {:a Number}
or {:a Number :b String}
, they are both
possible type of first argument, like (assoc {} :a 1 :b "c")
,
(assoc {:a 1} :b "c")
and (assoc {:a 1 :b "c"} :a 2)
.
Other variables like k
, v
and c
are even more complicated, because order
of arguments also matters. For example, (assoc {} :a 1 :b "c")
will constraint
k
to be :a
, v
to be 1
, and so on. But (assoc {} :b "c" :a 1)
will
constraint k
to be :b
, v
to be "c"
. But they will generate same output,
so the type of output should be same.
So I am wondering if we could delay the checking of expected type? We could
check substituted Assoc
with constraints we generated on arguments, and then
check that substituted Assoc
with expected type? But I am not sure where to
insert this special case, in infer-pdot
?
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