ref: 9a53e8318827ac060feb5c351024bfaba4f01a0a
parent: 66fc463303261d04341486157c2257a200f550c0
author: Lennart Augustsson <lennart@augustsson.net>
date: Sat Dec 23 09:43:15 EST 2023
Do kind inference to get rid of annoying kind annotations.
--- a/TODO
+++ b/TODO
@@ -20,7 +20,6 @@
- instead of skolemization, use regular variables, making sure they are unique
- allow existential quantification
# works partially, but not constraint solving doesn't happen in all the right places
- - don't require kind signatures in forall
* Try Oleg's abstraction algorithm
- Seems to be slower
* Redo type synonym expansion
--- a/generated/mhs.c
+++ b/generated/mhs.c
@@ -1,5 +1,5 @@
static unsigned char data[] = {-118,54,46,49,10,49,57,48,53,10,40,40,65,32,58,48,32,40,40,66,
+118,54,46,49,10,49,57,49,48,10,40,40,65,32,58,48,32,40,40,66,
32,40,66,32,40,66,32,40,66,32,67,41,41,41,41,32,40,40,66,32,
40,66,32,40,66,32,67,41,41,41,32,40,40,66,32,40,66,32,67,41,
41,32,80,41,41,41,41,32,40,40,65,32,58,49,32,40,85,32,40,90,
@@ -14,13 +14,13 @@
102,97,117,108,116,32,34,65,108,116,101,114,110,97,116,105,118,101,46,60,
124,62,34,41,41,41,32,40,40,65,32,58,56,32,40,40,83,32,40,40,
40,83,39,32,83,39,41,32,40,40,66,32,95,49,53,41,32,95,49,41,
-41,32,40,40,40,67,39,32,95,50,57,56,41,32,40,40,66,32,95,49,
-51,41,32,95,49,41,41,32,95,53,48,52,41,41,41,32,95,53,41,41,
+41,32,40,40,40,67,39,32,95,51,48,48,41,32,40,40,66,32,95,49,
+51,41,32,95,49,41,41,32,95,53,48,54,41,41,41,32,95,53,41,41,
32,40,40,65,32,58,57,32,40,40,83,32,40,40,40,83,39,32,67,39,
41,32,95,51,41,32,95,52,41,41,32,40,40,40,67,39,32,95,49,52,
-41,32,95,49,41,32,95,53,48,51,41,41,41,32,40,40,65,32,58,49,
+41,32,95,49,41,32,95,53,48,53,41,41,41,32,40,40,65,32,58,49,
48,32,40,40,40,83,39,32,80,41,32,95,50,41,32,40,40,40,67,39,
-32,95,49,52,41,32,95,49,41,32,95,49,54,48,48,41,41,41,32,40,
+32,95,49,52,41,32,95,49,41,32,95,49,54,48,53,41,41,41,32,40,
40,65,32,58,49,49,32,40,40,66,32,89,41,32,40,40,40,83,39,32,
66,41,32,40,40,66,32,80,41,32,95,50,41,41,32,40,40,66,32,67,
39,66,41,32,95,51,41,41,41,41,32,40,40,65,32,58,49,50,32,40,
@@ -38,10862 +38,10956 @@
40,75,32,40,110,111,68,101,102,97,117,108,116,32,34,65,112,112,108,105,
99,97,116,105,118,101,46,60,42,62,34,41,41,41,32,40,40,65,32,58,
50,48,32,40,40,40,83,39,32,66,41,32,95,49,53,41,32,40,40,40,
-67,39,32,95,50,57,53,41,32,95,49,51,41,32,95,50,56,53,41,41,
+67,39,32,95,50,57,55,41,32,95,49,51,41,32,95,50,56,55,41,41,
41,32,40,40,65,32,58,50,49,32,40,40,40,83,39,32,66,41,32,95,
-49,53,41,32,40,40,40,67,39,32,95,50,57,56,41,32,95,49,51,41,
-32,95,50,56,54,41,41,41,32,40,40,65,32,58,50,50,32,40,40,40,
+49,53,41,32,40,40,40,67,39,32,95,51,48,48,41,32,95,49,51,41,
+32,95,50,56,56,41,41,41,32,40,40,65,32,58,50,50,32,40,40,40,
83,39,32,66,41,32,40,66,39,32,95,49,53,41,41,32,40,40,66,32,
-95,50,57,56,41,32,95,49,51,41,41,41,32,40,40,65,32,58,50,51,
+95,51,48,48,41,32,95,49,51,41,41,41,32,40,40,65,32,58,50,51,
32,40,40,40,83,39,32,66,41,32,40,66,39,32,40,66,39,32,95,49,
53,41,41,41,32,40,40,40,83,39,32,66,41,32,40,66,39,32,95,49,
-53,41,41,32,40,40,66,32,95,50,57,56,41,32,95,49,51,41,41,41,
-41,32,40,40,65,32,58,50,52,32,95,49,54,55,50,41,32,40,40,65,
-32,58,50,53,32,40,40,66,32,95,50,57,50,41,32,95,50,52,41,41,
-32,40,40,65,32,58,50,54,32,40,40,40,83,39,32,95,50,57,50,41,
-32,95,50,52,41,32,73,41,41,32,40,40,65,32,58,50,55,32,95,49,
-54,53,54,41,32,40,40,65,32,58,50,56,32,40,95,50,55,32,34,117,
-110,100,101,102,105,110,101,100,34,41,41,32,40,40,65,32,58,50,57,32,
-73,41,32,40,40,65,32,58,51,48,32,40,40,67,39,66,32,95,49,54,
-55,49,41,32,40,40,67,32,95,50,56,52,41,32,95,50,57,41,41,41,
-32,40,40,65,32,58,51,49,32,40,40,40,67,39,32,95,51,48,41,32,
-40,40,95,50,57,52,32,95,49,55,50,55,41,32,95,49,57,51,41,41,
-32,40,40,95,50,56,52,32,40,95,51,55,32,95,49,55,50,57,41,41,
-32,95,49,57,50,41,41,41,32,40,40,65,32,58,51,50,32,40,40,66,
-32,40,40,83,32,95,50,57,50,41,32,40,95,51,55,32,95,49,55,50,
-57,41,41,41,32,95,50,55,41,41,32,40,40,65,32,58,51,51,32,40,
-40,66,32,40,66,32,40,66,32,67,41,41,41,32,40,40,66,32,40,66,
-32,67,41,41,32,80,41,41,41,32,40,40,65,32,58,51,52,32,40,85,
-32,40,90,32,40,90,32,75,41,41,41,41,32,40,40,65,32,58,51,53,
-32,40,85,32,40,75,32,40,90,32,75,41,41,41,41,32,40,40,65,32,
-58,51,54,32,40,85,32,40,75,50,32,75,41,41,41,32,40,40,65,32,
-58,51,55,32,40,85,32,40,75,50,32,65,41,41,41,32,40,40,65,32,
-58,51,56,32,40,75,32,40,110,111,68,101,102,97,117,108,116,32,34,77,
-111,110,97,100,46,62,62,61,34,41,41,41,32,40,40,65,32,58,51,57,
-32,40,40,40,67,39,32,67,39,66,41,32,95,51,53,41,32,75,41,41,
-32,40,40,65,32,58,52,48,32,40,40,66,32,95,49,52,41,32,95,51,
-52,41,41,32,40,40,65,32,58,52,49,32,40,40,40,83,39,32,67,39,
-66,41,32,95,51,53,41,32,40,40,40,83,39,32,67,39,66,41,32,95,
-51,53,41,32,40,66,39,32,95,51,55,41,41,41,41,32,40,40,65,32,
-58,52,50,32,80,41,32,40,40,65,32,58,52,51,32,40,85,32,75,41,
-41,32,40,40,65,32,58,52,52,32,40,85,32,65,41,41,32,40,40,65,
-32,58,52,53,32,40,75,32,95,50,55,41,41,32,40,40,65,32,58,52,
-54,32,40,40,66,32,40,66,32,89,41,41,32,40,40,40,83,39,32,66,
-41,32,40,66,39,32,40,40,66,32,80,41,32,40,40,67,32,95,51,55,
-41,32,95,53,48,51,41,41,41,41,32,40,40,40,83,39,32,67,39,66,
-41,32,40,40,66,32,40,66,32,67,39,66,41,41,32,40,66,39,32,95,
-51,53,41,41,41,32,40,40,40,83,39,32,40,67,39,32,67,39,66,41,
-41,32,40,66,39,32,95,51,53,41,41,32,40,40,67,39,66,32,40,66,
-39,32,95,51,55,41,41,32,95,53,48,52,41,41,41,41,41,41,32,40,
-40,65,32,58,52,55,32,40,40,66,32,40,66,32,89,41,41,32,40,40,
-40,83,39,32,66,41,32,40,66,39,32,40,40,66,32,80,41,32,40,40,
-67,32,95,51,55,41,32,95,49,54,48,48,41,41,41,41,32,40,40,40,
-67,39,32,67,39,66,41,32,40,40,66,32,40,66,32,67,39,66,41,41,
-32,40,66,39,32,95,51,53,41,41,41,32,90,41,41,41,41,32,40,40,
-65,32,58,52,56,32,40,40,66,32,85,41,32,40,40,67,32,95,51,55,
-41,32,95,49,54,48,48,41,41,41,32,40,40,65,32,58,52,57,32,40,
-40,67,32,95,52,54,41,32,95,50,56,53,41,41,32,40,40,65,32,58,
-53,48,32,40,40,67,32,95,52,55,41,32,95,50,56,53,41,41,32,40,
-40,65,32,58,53,49,32,40,40,66,32,95,50,56,55,41,32,95,51,53,
-41,41,32,40,40,65,32,58,53,50,32,40,40,66,32,67,41,32,40,40,
-66,32,67,39,41,32,95,51,53,41,41,41,32,40,40,65,32,58,53,51,
-32,40,40,66,32,95,50,56,55,41,32,95,53,50,41,41,32,40,40,65,
-32,58,53,52,32,40,40,66,32,89,41,32,40,40,40,83,39,32,66,41,
-32,40,66,39,32,40,40,66,32,80,41,32,40,40,67,32,95,51,55,41,
-32,95,53,48,51,41,41,41,41,32,40,40,40,83,39,32,66,41,32,40,
-40,66,32,40,83,39,32,40,83,39,32,66,41,41,41,32,40,66,39,32,
-95,51,53,41,41,41,32,40,40,40,83,39,32,40,67,39,32,67,39,66,
-41,41,32,40,40,66,32,40,66,32,40,66,32,67,39,66,41,41,41,32,
-40,66,39,32,40,66,39,32,95,51,53,41,41,41,41,32,40,40,67,39,
-66,32,40,66,39,32,40,66,39,32,40,40,66,32,95,50,56,50,41,32,
-95,51,55,41,41,41,41,32,40,40,66,32,40,67,32,83,41,41,32,95,
-53,48,52,41,41,41,41,41,41,41,32,40,40,65,32,58,53,53,32,40,
-40,66,32,89,41,32,40,40,40,83,39,32,66,41,32,40,66,39,32,40,
-40,66,32,80,41,32,40,40,67,32,95,51,55,41,32,40,40,80,32,95,
-53,48,51,41,32,95,53,48,51,41,41,41,41,41,32,40,40,40,83,39,
-32,66,41,32,40,40,66,32,40,83,39,32,40,83,39,32,66,41,41,41,
-32,40,66,39,32,95,51,53,41,41,41,32,40,40,40,83,39,32,40,67,
-39,32,67,39,66,41,41,32,40,40,66,32,40,66,32,40,66,32,67,39,
-66,41,41,41,32,40,66,39,32,40,66,39,32,95,51,53,41,41,41,41,
-32,40,40,66,32,40,66,32,40,66,32,85,41,41,41,32,40,40,67,39,
-66,32,40,66,39,32,40,66,39,32,40,66,39,32,40,40,66,32,95,50,
-56,50,41,32,95,51,55,41,41,41,41,41,32,40,40,40,83,39,32,67,
-41,32,40,40,66,32,40,40,67,39,32,83,39,41,32,83,39,41,41,32,
-40,40,66,32,40,67,39,66,32,80,41,41,32,95,53,48,52,41,41,41,
-32,40,40,66,32,40,66,32,80,41,41,32,95,53,48,52,41,41,41,41,
-41,41,41,41,41,32,40,40,65,32,58,53,54,32,40,40,95,50,57,51,
-32,95,50,56,52,41,32,40,95,50,57,55,32,95,53,54,41,41,41,32,
-40,40,65,32,58,53,55,32,40,40,40,40,40,95,49,50,32,95,53,54,
-41,32,95,50,56,54,41,32,83,41,32,40,95,50,48,32,95,53,55,41,
-41,32,40,95,50,49,32,95,53,55,41,41,41,32,40,40,65,32,58,53,
-56,32,40,40,40,40,95,51,51,32,95,53,55,41,32,40,40,40,67,39,
-32,67,41,32,40,67,32,83,39,41,41,32,73,41,41,32,40,95,51,57,
-32,95,53,56,41,41,32,40,95,52,48,32,95,53,56,41,41,41,32,40,
-40,65,32,58,53,57,32,40,40,66,32,40,66,32,67,41,41,32,80,41,
-41,32,40,40,65,32,58,54,48,32,40,85,32,40,90,32,75,41,41,41,
-32,40,40,65,32,58,54,49,32,40,85,32,40,75,32,75,41,41,41,32,
-40,40,65,32,58,54,50,32,40,85,32,40,75,32,65,41,41,41,32,40,
-40,65,32,58,54,51,32,40,75,32,40,110,111,68,101,102,97,117,108,116,
-32,34,77,111,110,97,100,80,108,117,115,46,109,122,101,114,111,34,41,41,
-41,32,40,40,65,32,58,54,52,32,40,75,32,40,110,111,68,101,102,97,
-117,108,116,32,34,77,111,110,97,100,80,108,117,115,46,109,112,108,117,115,
-34,41,41,41,32,40,40,65,32,58,54,53,32,85,41,32,40,40,65,32,
-58,54,54,32,40,40,95,50,57,51,32,40,40,66,32,40,66,32,40,95,
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-67,41,32,95,54,57,41,41,32,40,66,32,80,41,41,41,41,32,40,95,
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-40,40,40,40,95,49,50,32,95,54,54,41,32,40,40,66,32,40,95,50,
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-56,41,41,32,40,40,66,32,40,66,32,40,95,50,56,50,32,95,54,53,
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32,40,40,83,39,32,83,39,41,32,40,40,67,32,60,41,32,35,55,41,
@@ -10900,3554 +10994,3593 @@
41,41,41,32,40,40,66,32,40,40,67,39,32,67,39,66,41,32,40,67,
32,40,40,67,32,61,61,41,32,35,55,41,41,41,41,32,40,40,66,32,
85,41,32,40,40,66,32,40,66,32,40,66,32,40,66,32,40,40,95,51,
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67,32,61,61,41,32,35,51,41,41,41,41,32,40,40,66,32,85,41,32,
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+41,32,67,39,66,41,41,41,41,41,41,41,32,40,40,65,32,58,49,56,
+57,54,32,35,49,48,41,32,40,40,65,32,58,49,56,57,55,32,35,49,
+49,41,32,40,40,65,32,58,49,56,57,56,32,40,40,67,32,40,40,83,
+32,40,40,40,83,39,32,83,39,41,32,40,40,40,67,39,32,40,95,50,
+50,53,32,95,49,52,51,41,41,32,95,52,55,49,41,32,35,52,53,41,
+41,32,85,41,41,32,40,40,66,32,40,66,32,40,40,95,53,55,57,32,
+95,51,49,50,41,32,35,48,41,41,41,32,40,40,66,32,85,41,32,95,
+52,55,50,41,41,41,41,32,40,40,95,52,51,57,32,40,40,40,67,39,
+32,40,67,39,32,40,95,53,55,57,32,95,51,49,50,41,41,41,32,40,
+40,67,39,66,32,40,40,66,32,40,95,53,55,56,32,95,51,49,50,41,
+41,32,40,40,67,32,40,95,53,56,48,32,95,51,49,50,41,41,32,35,
+49,48,41,41,41,32,95,49,52,57,41,41,32,40,95,49,52,57,32,35,
+52,56,41,41,41,32,35,48,41,41,41,32,40,40,65,32,58,49,56,57,
+57,32,95,49,54,51,49,41,32,40,40,65,32,58,49,57,48,48,32,40,
+40,40,67,39,32,67,41,32,40,40,66,32,95,49,56,57,53,41,32,40,
+66,32,95,53,48,55,41,41,41,32,75,41,41,32,40,40,65,32,58,49,
+57,48,49,32,40,40,66,32,40,66,32,85,41,41,32,40,40,66,32,40,
+66,32,40,66,32,40,66,32,40,95,53,48,55,32,40,40,79,32,35,52,
+48,41,32,75,41,41,41,41,41,41,32,40,40,67,39,66,32,40,40,66,
+32,67,39,66,41,32,40,66,32,95,53,48,55,41,41,41,32,40,40,66,
+32,40,66,32,40,95,53,48,55,32,40,40,79,32,35,52,52,41,32,75,
+41,41,41,41,32,40,40,67,32,40,67,39,32,95,53,48,55,41,41,32,
+40,40,79,32,35,52,49,41,32,75,41,41,41,41,41,41,41,32,40,40,
+65,32,58,49,57,48,50,32,40,40,67,32,40,40,83,32,40,40,95,50,
+50,53,32,95,49,52,53,41,32,75,41,41,32,40,40,67,32,40,95,52,
+54,57,32,40,40,95,50,56,54,32,95,49,51,52,41,32,40,40,67,32,
+40,95,50,50,53,32,95,49,52,51,41,41,32,35,49,48,41,41,41,41,
+32,40,40,40,83,39,32,80,41,32,40,40,67,32,79,41,32,75,41,41,
+32,40,90,32,40,40,67,39,66,32,95,53,48,54,41,32,95,49,57,48,
+50,41,41,41,41,41,41,32,95,53,48,53,41,41,32,40,40,65,32,58,
+49,57,48,51,32,40,95,52,51,51,32,40,40,67,32,95,53,48,55,41,
+32,40,40,79,32,35,49,48,41,32,75,41,41,41,41,32,40,40,65,32,
+58,49,57,48,52,32,40,40,66,32,40,40,67,32,40,40,83,32,40,40,
+95,50,50,53,32,95,49,52,53,41,32,75,41,41,32,40,40,66,32,40,
+40,40,83,39,32,95,53,48,54,41,32,40,85,32,75,41,41,32,40,40,
+66,32,95,49,57,48,52,41,32,40,85,32,65,41,41,41,41,32,40,95,
+52,54,57,32,40,40,95,50,56,54,32,95,49,51,52,41,32,95,49,53,
+55,41,41,41,41,41,32,95,53,48,53,41,41,32,40,95,52,54,56,32,
+95,49,53,55,41,41,41,32,40,40,65,32,58,49,57,48,53,32,40,95,
+52,55,52,32,40,40,79,32,35,51,50,41,32,75,41,41,41,32,40,40,
+65,32,58,49,57,48,54,32,40,40,40,67,39,32,40,83,39,32,95,53,
+48,55,41,41,32,40,40,40,67,39,32,40,67,39,32,95,52,56,57,41,
+41,32,40,40,67,39,66,32,40,95,53,55,57,32,95,51,49,50,41,41,
+32,95,52,53,50,41,41,32,35,51,50,41,41,32,73,41,41,32,40,40,
+65,32,58,49,57,48,55,32,40,40,80,32,95,49,54,48,53,41,32,40,
+40,67,39,66,32,95,49,54,54,51,41,32,95,49,57,48,55,41,41,41,
+32,40,40,65,32,58,49,57,48,56,32,40,40,83,32,40,85,32,40,40,
+40,110,111,77,97,116,99,104,32,34,46,47,108,105,98,47,84,101,120,116,
+47,83,116,114,105,110,103,46,104,115,34,41,32,35,54,54,41,32,35,49,
+41,41,41,32,40,40,40,67,39,32,40,67,39,32,67,41,41,32,40,40,
+40,67,39,32,40,67,39,32,67,39,66,41,41,32,40,40,40,67,39,32,
+40,67,39,32,67,39,66,41,41,32,40,40,40,67,39,32,67,39,66,41,
+32,40,40,66,32,40,40,67,39,32,83,39,41,32,40,40,67,32,40,95,
+50,50,53,32,95,49,52,51,41,41,32,35,52,53,41,41,41,32,85,41,
+41,32,40,40,66,32,40,66,32,40,95,50,56,52,32,40,95,53,56,49,
+32,40,95,54,49,56,32,95,51,52,52,41,41,41,41,41,32,85,41,41,
+41,32,40,40,66,32,40,67,32,40,95,52,54,57,32,95,49,53,51,41,
+41,41,32,40,40,67,39,66,32,40,40,66,32,67,41,32,40,40,40,83,
+39,32,83,41,32,40,40,66,32,40,40,67,39,32,83,39,41,32,83,41,
+41,32,40,40,66,32,40,66,32,40,40,67,39,32,67,39,66,41,32,40,
+67,32,40,40,95,50,50,53,32,95,49,52,51,41,32,35,52,54,41,41,
+41,41,41,32,40,40,66,32,40,66,32,40,67,32,40,95,52,54,57,32,
+95,49,53,51,41,41,41,41,32,40,40,67,39,66,32,40,66,39,32,40,
+40,66,32,67,41,32,40,40,40,67,39,32,67,41,32,40,40,66,32,40,
+40,67,39,32,83,39,41,32,83,41,41,32,40,66,32,40,40,67,39,32,
+67,39,66,41,32,40,67,32,40,40,40,67,39,32,40,95,50,50,53,32,
+95,49,52,51,41,41,32,95,49,53,57,41,32,35,49,48,49,41,41,41,
+41,41,41,32,73,41,41,41,41,32,40,40,67,39,66,32,40,95,53,55,
+56,32,40,95,54,49,56,32,95,51,52,52,41,41,41,32,40,40,40,83,
+39,32,40,95,53,56,48,32,40,95,54,49,56,32,95,51,52,52,41,41,
+41,32,40,40,66,32,40,95,54,51,49,32,95,51,52,53,41,41,32,95,
+51,56,48,41,41,32,40,40,66,32,40,40,95,50,56,51,32,40,40,67,
+32,40,40,80,32,40,95,54,49,57,32,40,40,80,32,95,51,52,52,41,
+32,95,51,52,49,41,41,41,32,95,51,49,51,41,41,32,95,51,49,55,
+41,41,32,40,40,95,53,56,52,32,40,95,54,49,56,32,95,51,52,52,
+41,41,32,40,95,51,57,52,32,35,49,48,41,41,41,41,32,40,40,66,
+32,40,95,50,56,52,32,40,95,53,56,49,32,95,51,49,50,41,41,41,
+32,95,52,53,50,41,41,41,41,41,41,41,41,41,32,40,40,40,67,39,
+32,67,41,32,40,40,66,32,40,40,67,39,32,83,39,41,32,83,41,41,
+32,40,66,32,40,40,67,39,32,67,39,66,41,32,40,67,32,40,40,40,
+67,39,32,40,95,50,50,53,32,95,49,52,51,41,41,32,95,49,53,57,
+41,32,35,49,48,49,41,41,41,41,41,41,32,73,41,41,41,41,32,40,
+40,66,32,40,95,54,51,49,32,95,51,52,53,41,41,32,95,51,56,48,
+41,41,41,41,41,32,40,40,40,83,39,32,40,83,39,32,83,41,41,32,
+40,40,66,32,40,66,32,40,67,32,83,41,41,41,32,40,40,40,83,39,
+32,40,83,39,32,40,67,39,32,67,41,41,41,32,40,40,66,32,40,66,
+32,40,66,32,40,40,83,39,32,83,39,41,32,40,40,95,50,50,53,32,
+95,49,52,51,41,32,35,52,51,41,41,41,41,41,32,40,40,66,32,40,
+66,32,40,40,67,39,32,67,39,66,41,32,40,67,32,40,40,95,50,50,
+53,32,95,49,52,51,41,32,35,52,53,41,41,41,41,41,32,40,67,39,
+66,32,40,95,50,55,55,32,40,95,54,49,57,32,40,40,80,32,95,51,
+52,52,41,32,95,51,52,49,41,41,41,41,41,41,41,32,40,67,39,66,
+32,40,95,53,56,48,32,40,95,54,49,56,32,95,51,52,52,41,41,41,
+41,41,41,32,40,67,39,66,32,40,95,53,56,48,32,40,95,54,49,56,
+32,95,51,52,52,41,41,41,41,41,41,32,40,40,66,32,40,40,95,52,
+49,57,32,40,40,67,32,40,40,80,32,40,95,54,49,56,32,95,51,52,
+52,41,41,32,95,51,52,52,41,41,32,95,51,52,49,41,41,32,40,40,
+95,53,56,52,32,40,95,54,49,56,32,95,51,52,52,41,41,32,40,95,
+51,57,52,32,35,49,48,41,41,41,41,32,95,51,56,48,41,41,41,41,
+32,40,40,65,32,58,49,57,48,57,32,95,49,54,55,48,41,32,95,49,
+49,57,55,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
@@ -14542,7 +14675,7 @@
41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,41,
-41,41,41,41,41,41,41,41,41,41,
+41,41,41,41,41,41,41,41,41,41,41,41,41,
};
unsigned char *combexpr = data;
-int combexprlen = 290870;
+int combexprlen = 293533;
--- a/lib/Control/Alternative.hs
+++ b/lib/Control/Alternative.hs
@@ -7,7 +7,7 @@
infixl 3 <|>
-class Applicative f => Alternative (f :: Type -> Type) where
+class Applicative f => Alternative f where
empty :: forall a . f a
(<|>) :: forall a . f a -> f a -> f a
@@ -17,9 +17,9 @@
many :: forall a . f a -> f [a]
many a = some a <|> pure []
-guard :: forall (f :: Type -> Type) a . Alternative f => Bool -> f ()
+guard :: forall f a . Alternative f => Bool -> f ()
guard b = if b then pure () else empty
-asum :: forall (f :: Type -> Type) a . Alternative f => [f a] -> f a
+asum :: forall f a . Alternative f => [f a] -> f a
asum [] = empty
asum (a:as) = a <|> asum as
--- a/lib/Control/Applicative.hs
+++ b/lib/Control/Applicative.hs
@@ -7,7 +7,7 @@
infixl 4 *>
infixl 4 <*
-class Functor f => Applicative (f :: Type -> Type) where
+class Functor f => Applicative f where
pure :: forall a . a -> f a
(<*>) :: forall a b . f (a -> b) -> f a -> f b
(*>) :: forall a b . f a -> f b -> f b
@@ -15,8 +15,8 @@
a1 *> a2 = (id <$ a1) <*> a2
a1 <* a2 = (const <$> a1) <*> a2
-liftA2 :: forall (f :: Type -> Type) a b c . Applicative f => (a -> b -> c) -> f a -> f b -> f c
+liftA2 :: forall f a b c . Applicative f => (a -> b -> c) -> f a -> f b -> f c
liftA2 f a b = f <$> a <*> b
-liftA3 :: forall (f :: Type -> Type) a b c d . Applicative f => (a -> b -> c -> d) -> f a -> f b -> f c -> f d
+liftA3 :: forall f a b c d . Applicative f => (a -> b -> c -> d) -> f a -> f b -> f c -> f d
liftA3 f a b c = f <$> a <*> b <*> c
--- a/lib/Control/Monad.hs
+++ b/lib/Control/Monad.hs
@@ -12,7 +12,7 @@
infixl 1 >>
infixl 1 >>=
-class (Applicative m) => Monad (m :: Type -> Type) where
+class (Applicative m) => Monad m where
(>>=) :: forall a b . m a -> (a -> m b) -> m b
(>>) :: forall a b . m a -> m b -> m b
ma >> mb = ma >>= \ _ -> mb
@@ -21,17 +21,17 @@
return :: forall a . a -> m a
return = pure
-ap :: forall (m :: Type -> Type) a b . Monad m => m (a -> b) -> m a -> m b
+ap :: forall m a b . Monad m => m (a -> b) -> m a -> m b
ap f a = do
f' <- f
a' <- a
return (f' a')
-class Monad m => MonadFail (m :: Type -> Type) where
+class Monad m => MonadFail m where
fail :: forall a . String -> m a
fail = error
-mapM :: forall (m :: Type -> Type) a b . Monad m => (a -> m b) -> [a] -> m [b]
+mapM :: forall m a b . Monad m => (a -> m b) -> [a] -> m [b]
mapM f =
let
rec arg =
@@ -43,7 +43,7 @@
return (b : bs)
in rec
-mapM_ :: forall (m :: Type -> Type) a b . Monad m => (a -> m b) -> [a] -> m ()
+mapM_ :: forall m a b . Monad m => (a -> m b) -> [a] -> m ()
mapM_ f =
let
rec arg =
@@ -54,30 +54,30 @@
rec as
in rec
-when :: forall (m :: Type -> Type) . Monad m => Bool -> m () -> m ()
+when :: forall m . Monad m => Bool -> m () -> m ()
when False _ = return ()
when True ma = ma
-sequence :: forall (m :: Type -> Type) a . Monad m => [m a] -> m [a]
+sequence :: forall m a . Monad m => [m a] -> m [a]
sequence = mapM id
-sequence_ :: forall (m :: Type -> Type) a . Monad m => [m a] -> m ()
+sequence_ :: forall m a . Monad m => [m a] -> m ()
sequence_ = mapM_ id
-(=<<) :: forall (m :: Type -> Type) a b . Monad m => (a -> m b) -> m a -> m b
+(=<<) :: forall m a b . Monad m => (a -> m b) -> m a -> m b
(=<<) = flip (>>=)
infixr 1 <=<
-(<=<) :: forall (m :: Type -> Type) a b c . Monad m => (b -> m c) -> (a -> m b) -> (a -> m c)
+(<=<) :: forall m a b c . Monad m => (b -> m c) -> (a -> m b) -> (a -> m c)
f <=< g = \ a -> do
b <- g a
f b
infixr 1 >=>
-(>=>) :: forall (m :: Type -> Type) a b c . Monad m => (a -> m b) -> (b -> m c) -> (a -> m c)
+(>=>) :: forall m a b c . Monad m => (a -> m b) -> (b -> m c) -> (a -> m c)
(>=>) = flip (<=<)
-filterM :: forall (m :: Type -> Type) a . Monad m => (a -> m Bool) -> [a] -> m [a]
+filterM :: forall m a . Monad m => (a -> m Bool) -> [a] -> m [a]
filterM _ [] = return []
filterM p (x:xs) = do
b <- p x
@@ -84,7 +84,7 @@
ts <- filterM p xs
return $ if b then x : ts else ts
-partitionM :: forall (m :: Type -> Type) a . Monad m => (a -> m Bool) -> [a] -> m ([a], [a])
+partitionM :: forall m a . Monad m => (a -> m Bool) -> [a] -> m ([a], [a])
partitionM _ [] = return ([], [])
partitionM p (x:xs) = do
b <- p x
@@ -116,6 +116,6 @@
Just a >>= f = f a
-}
-class (Monad m) => MonadPlus (m :: Type -> Type) where
+class (Monad m) => MonadPlus m where
mzero :: forall a . m a
mplus :: forall a . m a -> m a -> m a
--- a/lib/Data/Functor.hs
+++ b/lib/Data/Functor.hs
@@ -2,13 +2,13 @@
import Primitives -- for fixity
import Data.Function
-class Functor (f :: Type -> Type) where
+class Functor f where
fmap :: forall a b . (a -> b) -> f a -> f b
(<$) :: forall a b . a -> f b -> f a
(<$) = fmap . const
infixl 4 <$>
-(<$>) :: forall (f :: Type -> Type) a b . Functor f => (a -> b) -> f a -> f b
+(<$>) :: forall f a b . Functor f => (a -> b) -> f a -> f b
(<$>) = fmap
--void :: forall f a . Functor f => f a -> f ()
--- a/lib/Primitives.hs
+++ b/lib/Primitives.hs
@@ -18,7 +18,7 @@
-- Classes
-- Type equality as a constraint.
-class a ~ b | a -> b, b -> a
+-- class a ~ b | a -> b, b -> a
-- class KnownNat in Data.TypeLits
-- class KnownSymbol in Data.TypeLits
--- a/src/MicroHs/IdentMap.hs
+++ b/src/MicroHs/IdentMap.hs
@@ -13,8 +13,9 @@
lookup,
size,
toList, elems, keys,
+ mapM,
) where
-import Prelude hiding(lookup)
+import Prelude hiding(lookup, mapM)
import MicroHs.Ident
data Map a
@@ -52,6 +53,11 @@
fromListWith :: forall v . (v -> v -> v) -> [(Ident, v)] -> Map v
fromListWith comb = foldr (uncurry (insertWith comb)) empty
+
+mapM :: forall m a b . Monad m => (a -> m b) -> Map a -> m (Map b)
+mapM _ Nil = return Nil
+mapM f (One k v) = One k <$> f v
+mapM f (Node l s k v r) = Node <$> mapM f l <*> return s <*> return k <*> f v <*> mapM f r
size :: forall a . Map a -> Int
size Nil = 0
--- a/src/MicroHs/Parse.hs
+++ b/src/MicroHs/Parse.hs
@@ -334,7 +334,7 @@
pIdKind :: P IdKind
pIdKind =
- ((\ i -> IdKind i kType) <$> pLIdentSym)
+ ((\ i -> IdKind i (EVar dummyIdent)) <$> pLIdentSym) -- dummyIdent indicates that we have no kind info
<|< pParens (IdKind <$> pLIdentSym <*> (pSymbol "::" *> pKind))
pKind :: P EKind
--- a/src/MicroHs/TypeCheck.hs
+++ b/src/MicroHs/TypeCheck.hs
@@ -14,6 +14,7 @@
) where
import Prelude
import Control.Alternative
+import Control.Arrow(first)
import Control.Monad
import Data.Char
import Data.Function
@@ -125,8 +126,11 @@
data Entry = Entry
Expr -- convert (EVar i) to this expression; sometimes just (EVar i)
EType -- type/kind of identifier
- deriving(Show)
+-- deriving(Show)
+instance Show Entry where
+ showsPrec _ (Entry e t) = showsPrec 0 e . showString " :: " . showsPrec 0 t
+
instance Eq Entry where
Entry x _ == Entry y _ = getIdent x == getIdent y
@@ -296,6 +300,8 @@
case stLookup "" (qualIdent mn i) tt of
Right e -> e
_ -> impossible
+ -- error $ show (qualIdent mn i, M.toList tt)
+
-- Find all value Entry for names associated with a type.
assoc i = getAssocs vt at (qualIdent mn i)
@@ -429,6 +435,7 @@
= TCExpr -- doing type checking
| TCType -- doing kind checking
| TCKind -- doing sort checking
+ | TCSort
--deriving (Show)
instance Show TCMode where
@@ -435,27 +442,37 @@
show TCExpr = "TCExpr"
show TCType = "TCType"
show TCKind = "TCKind"
+ show TCSort = "TCSort"
instance Enum TCMode where
succ TCExpr = TCType
succ TCType = TCKind
- succ TCKind = error "succ TCKind"
+ succ TCKind = TCSort
+ succ TCSort = error "succ TCSort"
toEnum = undefined
fromEnum = undefined
+instance Ord TCMode where
+ TCExpr <= _ = True
+
+ TCType <= TCExpr = False
+ TCType <= _ = True
+
+ TCKind <= TCExpr = False
+ TCKind <= TCType = False
+ TCKind <= _ = True
+
+ TCSort <= TCSort = True
+ TCSort <= _ = False
+
instance Eq TCMode where
- TCExpr == TCExpr = True
- TCType == TCType = True
- TCKind == TCKind = True
- _ == _ = False
+ x == y = x <= y && y <= x
-assertTCMode :: forall a . HasCallStack => TCMode -> T a -> T a
-assertTCMode _ ta = ta
-{--assertTCMode tcm ta = do
- tcm' <- gets tcMode
- if tcm == tcm' then ta else error $ "assertTCMode: " ++ show (tcm, tcm')
--}
+assertTCMode :: forall a . HasCallStack => (TCMode -> Bool) -> T a -> T a
+--assertTCMode _ ta | usingMhs = ta
+assertTCMode p ta = do
+ tcm <- gets tcMode
+ if p tcm then ta else error $ "assertTCMode: expected=" ++ show (filter p [TCExpr,TCType,TCKind]) ++ ", got=" ++ show tcm
------------
@@ -559,45 +576,25 @@
TC mn n fx tenv senv venv ast sub m cs is es _ <- get
put (TC mn n fx tenv senv venv ast sub m cs is es ds)
-{--withTCMode :: forall a . TCMode -> T a -> T a
-withTCMode m ta = do
- om <- gets tcMode
- putTCMode m
- a <- ta
- putTCMode om
- return a
--}
-
-- Use the type table as the value table, and the primKind table as the type table.
withTypeTable :: forall a . T a -> T a
withTypeTable ta = do
- om <- gets tcMode
+ otcm <- gets tcMode
vt <- gets valueTable
tt <- gets typeTable
putValueTable tt -- use type table as value table
- let next = case om of { TCExpr -> primKindTable; TCType -> primSortTable; TCKind -> undefined }+ let
+ tcm = succ otcm
+ next = case tcm of { TCType -> primKindTable; TCKind -> primSortTable; _ -> undefined }putTypeTable next -- use kind/sort table as type table
- putTCMode (succ om)
+ putTCMode tcm
a <- ta
tt' <- gets valueTable
putValueTable vt
putTypeTable tt'
- putTCMode om
+ putTCMode otcm
return a
-{-- TC mn n fx tt st vt ast sub m cs is es ds <- get
- put (TC mn n fx primKindTable st tt ast sub m cs is es ds)
- a <- ta
- -- Discard kind table, it will not have changed
- TC mnr nr fxr _kr str ttr astr subr mr csr isr esr dsr <- get
- -- Keep everyting, except that the returned value table
- -- becomes the type tables, and the old type table is restored.
- put (TC mnr nr fxr ttr str vt astr subr mr csr isr esr dsr)
- return a
--}
-
addAssocTable :: Ident -> [Ident] -> T ()
addAssocTable i ids = do
TC mn n fx tt st vt ast sub m cs is es ds <- get
@@ -701,9 +698,6 @@
sKindKindKind :: EKind
sKindKindKind = sArrow sKind (sArrow sKind sKind)
-kTypeS :: EType
-kTypeS = kType
-
kTypeTypeS :: EType
kTypeTypeS = kArrow kType kType
@@ -724,6 +718,8 @@
mkIdentB :: String -> Ident
mkIdentB = mkIdentSLoc builtinLoc
+-- E.g.
+-- Kind :: Sort
primSortTable :: KindTable
primSortTable =
let
@@ -730,10 +726,14 @@
entry i = Entry (EVar (mkIdentB i))
in stFromList [
-- The kinds are wired in (for now)
- (mkIdentB nameKind, [entry nameType rSort]),
- (mkIdentB "Kind", [entry nameType rSort])
+ (mkIdentB nameKind, [entry nameKind rSort]),
+ (mkIdentB "Kind", [entry nameKind rSort])
]
+-- E.g.
+-- Type :: Kind
+-- Constraint :: Kind
+-- (->) :: Kind -> Kind -> Kind
primKindTable :: KindTable
primKindTable =
let
@@ -752,6 +752,12 @@
(mkIdentB "->", [entry nameArrow sKindKindKind])
]
+-- E.g.
+-- Bool :: Type
+-- Int :: Type
+-- (->) :: Type -> Type -> Type
+-- (=>) :: forall k . Constraint -> k -> k
+-- Maybe :: Type -> Type
primTypes :: [(Ident, [Entry])]
primTypes =
let
@@ -758,13 +764,13 @@
entry i = Entry (EVar (mkIdentB i))
k = mkIdent "k"
kv = EVar k
- kk = IdKind k kTypeS
+ kk = IdKind k sKind
-- Tuples are polykinded since they need to handle both Type and Constraint
tuple n =
let
i = tupleConstr builtinLoc n
in (i, [entry (unIdent i) $ EForall [kk] $ foldr kArrow kv (replicate n kv)])
- kImplies = EForall [kk] $ kConstraint `kArrow`(kv `kArrow` kv)
+ kImplies = EForall [kk] $ kConstraint `kArrow` (kv `kArrow` kv)
in
[
-- The function arrow et al are bothersome to define in Primitives, so keep them here.
@@ -778,6 +784,10 @@
] ++
map tuple (enumFromTo 2 10)
+-- E.g.
+-- True :: Bool
+-- (&&) :: Bool -> Bool
+-- Just :: forall . a -> Maybe a
primValues :: [(Ident, [Entry])]
primValues =
let
@@ -866,8 +876,16 @@
case M.lookup i syns of
Nothing -> return $ foldl tApp t ts
Just (EForall vks tt) ->
- if length vks /= length ts then tcError (getSLoc i) $ "bad synonym use"
- else expandSyn $ subst (zip (map idKindIdent vks) ts) tt
+-- if length vks /= length ts then tcError (getSLoc i) $ "bad synonym use"
+-- else expandSyn $ subst (zip (map idKindIdent vks) ts) tt
+ let s = zip (map idKindIdent vks) ts
+ lvks = length vks
+ lts = length ts
+ in case compare lvks lts of
+ LT -> expandSyn $ foldl EApp (subst s tt) (drop lvks ts)
+ EQ -> expandSyn $ subst s tt
+ GT -> tcError (getSLoc i) $ "bad synonym use"
+ --EForall (drop lts vks) (subst s tt)
Just _ -> impossible
EUVar _ -> return $ foldl tApp t ts
ESign a _ -> expandSyn a -- Throw away signatures, they don't affect unification
@@ -877,6 +895,14 @@
_ -> impossible
in syn [] at
+mapEType :: (EType -> EType) -> EType -> EType
+mapEType fn = rec
+ where
+ rec (EApp f a) = EApp (rec f) (rec a)
+ rec (ESign t k) = ESign (rec t) k
+ rec (EForall iks t) = EForall iks (rec t)
+ rec t = fn t
+
derefUVar :: EType -> T EType
derefUVar at =
case at of
@@ -910,11 +936,13 @@
msgTCMode TCExpr = "value"
msgTCMode TCType = "type"
msgTCMode TCKind = "kind"
+msgTCMode TCSort = "sort"
msgTCMode' :: TCMode -> String
msgTCMode' TCExpr = "type"
msgTCMode' TCType = "kind"
msgTCMode' TCKind = "sort"
+msgTCMode' TCSort = "realm"
unify :: HasCallStack =>
SLoc -> EType -> EType -> T ()
@@ -995,8 +1023,13 @@
case stLookup msg i env of
Right (Entry e s) -> return (setSLocExpr (getSLoc i) e, s)
Left e -> do
--- let SymTab m _ = env
--- traceM (showListS showIdent (map fst (M.toList m)))
+{-+ tcm <- gets tcMode
+ traceM ("TCMode=" ++ show tcm)+ traceM ("Value table:\n" ++ show env)+ tenv <- gets typeTable
+ traceM ("Type table:\n" ++ show tenv)+-}
tcError (getSLoc i) e
tLookupV :: HasCallStack =>
@@ -1131,12 +1164,31 @@
tcAddInfix _ = return ()
-- Check type definitions
-tcDefsType :: [EDef] -> T [EDef]
+tcDefsType :: HasCallStack => [EDef] -> T [EDef]
tcDefsType ds = withTypeTable $ do
- dsk <- mapM tcDefKind ds -- Check&rename kinds in all type definitions
- mapM_ addTypeKind dsk -- Add the kind of each type to the environment
- mapM tcDefType dsk -- Kind check all type expressions (except local signatures)
+ kindSigs <- getKindSigns ds
+ mapM_ (addTypeKind kindSigs) ds -- Add the kind of each type to the environment
+ dst <- mapM tcDefType ds -- Kind check all top level type expressions
+-- vars <- gets uvarSubst
+-- traceM $ show vars
+ vt <- gets valueTable
+ let ent (Entry i t) = Entry i . mapEType def <$> derefUVar t
+ def (EUVar _) = kType -- default kind variables to Type
+ def t = t
+ vt' <- mapMSymTab ent vt
+ putValueTable vt'
+-- traceM $ "tcDefType value table:\n" ++ show vt'
+ return dst
+-- Get all kind signatures, and do sort checking of them.
+getKindSigns :: HasCallStack => [EDef] -> T (M.Map EKind)
+getKindSigns ds = do
+ let iks = [ (i, k) | KindSign i k <- ds ]
+ kind (i, k) = (i,) <$> tcKind (Check sKind) k
+ multCheck (map fst iks)
+ iks' <- mapM kind iks
+ return $ M.fromList iks'
+
-- Expand class and instance definitions (must be done after type synonym processing)
tcExpand :: [EDef] -> T [EDef]
tcExpand dst = withTypeTable $ do
@@ -1144,38 +1196,25 @@
dsi <- mapM expandInst (concat dsc) -- Expand all instance definitions
return (concat dsi)
--- Make sure that the kind expressions are well formed.
-tcDefKind :: HasCallStack => EDef -> T EDef
-tcDefKind adef = assertTCMode TCType $ do
- tcReset
- case adef of
- Data (i, vks) cs -> withVks vks kType $ \ vvks _ -> return $ Data (i, vvks) cs
- Newtype (i, vks) c -> withVks vks kType $ \ vvks _ -> return $ Newtype (i, vvks) c
- Type (i, vks) at ->
- case at of
- ESign t k -> withVks vks k $ \ vvks kr -> return $ Type (i, vvks) (ESign t kr)
- _ -> withVks vks kType $ \ vvks _ -> return $ Type (i, vvks) at
- Class ctx (i, vks) fds ms-> withVks vks kConstraint $ \ vvks _ -> return $ Class ctx (i, vvks) fds ms
- _ -> return adef
+-- Check&rename the given kinds, also insert the type variables in the symbol table.
+withVks :: forall a . HasCallStack => [IdKind] -> ([IdKind] -> T a) -> T a
+withVks vks fun = assertTCMode (>=TCType) $ do
+ tcm <- gets tcMode
+ let
+ expect = case tcm of { TCType -> sKind; TCKind -> rSort; _ -> undefined }+ loop r [] = fun (reverse r)
+ loop r (IdKind i mk : iks) = do
+ k' <-
+ case mk of
+ EVar d | d == dummyIdent -> newUVar
+ _ -> withTypeTable $ tcExpr (Check expect) mk -- bump to next level
+ withExtVal i k' $ loop (IdKind i k' : r) iks
+ loop [] vks
--- Check&rename the given kinds, apply reconstruction at the end
-withVks :: forall a . HasCallStack => [IdKind] -> EKind -> ([IdKind] -> EKind -> T a) -> T a
-withVks vks kr fun = do
- (nvks, nkr) <-
- withTypeTable $ do -- switch from type to kind table
- let
- loop r [] = do
- kkr <- tInferKindT kr
- return (reverse r, kkr)
- loop r (IdKind i k : iks) = do
- kk <- tInferKindT k
- withExtVal i kk $ loop (IdKind i kk : r) iks
- loop [] vks
- fun nvks nkr
-
--- Add symbol table entries (with kind) for all top level typeish definitions
-addTypeKind :: EDef -> T ()
-addTypeKind adef = do
+-- Add symbol a table entry (with kind) for each top level typeish definition.
+-- If there is a kind signature, use it. If not, use a kind variable.
+addTypeKind :: M.Map EKind -> EDef -> T ()
+addTypeKind kdefs adef = do
let
addAssoc i is = do
mn <- gets moduleName
@@ -1182,31 +1221,27 @@
addAssocTable (qualIdent mn i) (map (qualIdent mn) is)
assocData (Constr _ _ c (Left _)) = [c]
assocData (Constr _ _ c (Right its)) = c : map fst its
+ addDef (i, _) = do
+ k <-
+ case M.lookup i kdefs of
+ Nothing -> newUVar
+ Just k' -> return k'
+ extValQTop i k
+
case adef of
- Data lhs@(i, _) cs -> do
- addLHSKind lhs kType
+ Data lhs@(i, _) cs -> do
+ addDef lhs
addAssoc i (nub $ concatMap assocData cs)
- Newtype lhs@(i, _) c -> do
- addLHSKind lhs kType
+ Newtype lhs@(i, _) c -> do
+ addDef lhs
addAssoc i (assocData c)
- Type lhs t -> addLHSKind lhs (getTypeKind t)
+ Type lhs _ ->
+ addDef lhs
Class _ lhs@(i, _) _ ms -> do
- addLHSKind lhs kConstraint
+ addDef lhs
addAssoc i [ x | BSign m _ <- ms, x <- [m, mkDefaultMethodId m] ]
_ -> return ()
-getTypeKind :: EType -> EKind
-getTypeKind (ESign _ k) = k
-getTypeKind _ = kType
-
-addLHSKind :: LHS -> EKind -> T ()
-addLHSKind (i, vks) kret =
--- trace ("addLHSKind " ++ showIdent i ++ " :: " ++ showExpr (lhsKind vks kret)) $- extValQTop i (lhsKind vks kret)
-
-lhsKind :: [IdKind] -> EKind -> EKind
-lhsKind vks kret = foldr (\ (IdKind _ k) -> kArrow k) kret vks
-
-- Add type synonyms to the synonym table
addTypeSyn :: EDef -> T ()
addTypeSyn adef =
@@ -1220,18 +1255,18 @@
-- Do kind checking of all typeish definitions.
tcDefType :: HasCallStack => EDef -> T EDef
-tcDefType d = do
- tcReset
- case d of
- Data lhs@(_, iks) cs -> withVars iks $ Data lhs <$> mapM tcConstr cs
- Newtype lhs@(_, iks) c -> withVars iks $ Newtype lhs <$> tcConstr c
- Type lhs@(_, iks) t -> withVars iks $ Type lhs <$> tInferTypeT t
- Sign i t -> Sign i <$> tCheckTypeT kType t
- ForImp ie i t -> ForImp ie i <$> tCheckTypeT kType t
- Class ctx lhs@(_, iks) fds ms -> withVars iks $ Class <$> tcCtx ctx <*> return lhs <*> mapM tcFD fds <*> mapM tcMethod ms
- Instance ct m -> Instance <$> tCheckTypeT kConstraint ct <*> return m
- Default ts -> Default <$> mapM (tCheckTypeT kType) ts
- _ -> return d
+tcDefType def = do
+ --tcReset
+ case def of
+ Data lhs cs -> withLHS lhs $ \ lhs' -> (,kType) <$> (Data lhs' <$> mapM tcConstr cs)
+ Newtype lhs c -> withLHS lhs $ \ lhs' -> (,kType) <$> (Newtype lhs' <$> tcConstr c)
+ Type lhs t -> withLHS lhs $ \ lhs' -> first (Type lhs') <$> tInferTypeT t
+ Class ctx lhs fds ms -> withLHS lhs $ \ lhs' -> (,kConstraint) <$> (Class <$> tcCtx ctx <*> return lhs' <*> mapM tcFD fds <*> mapM tcMethod ms)
+ Sign i t -> Sign i <$> tCheckTypeT kType t
+ ForImp ie i t -> ForImp ie i <$> tCheckTypeT kType t
+ Instance ct m -> Instance <$> tCheckTypeT kConstraint ct <*> return m
+ Default ts -> Default <$> mapM (tCheckTypeT kType) ts
+ _ -> return def
where
tcMethod (BSign i t) = BSign i <$> tcTypeT (Check kType) t
tcMethod m = return m
@@ -1238,20 +1273,24 @@
tcFD (is, os) = (,) <$> mapM tcV is <*> mapM tcV os
where tcV i = do { _ <- tLookup "fundep" i; return i }-tcCtx :: [EConstraint] -> T [EConstraint]
+withLHS :: forall a . HasCallStack => LHS -> (LHS -> T (a, EKind)) -> T a
+withLHS (i, vks) ta = do
+ (_, ki) <- tLookupV i
+ withVks vks $ \ vks' -> do
+ (a, kr) <- ta (i, vks')
+ let kapp = foldr kArrow kr (map (\ (IdKind _ k) -> k) vks')
+ --unify (getSLoc i) ki kapp
+ _ <- subsCheckRho (getSLoc i) undefined ki kapp
+ return a
+
+tcCtx :: HasCallStack => [EConstraint] -> T [EConstraint]
tcCtx = mapM (tCheckTypeT kConstraint)
-withVars :: forall a . [IdKind] -> T a -> T a
-withVars aiks ta =
- case aiks of
- [] -> ta
- IdKind i k : iks -> do
- withExtVal i k $ withVars iks ta
-
-tcConstr :: Constr -> T Constr
+tcConstr :: HasCallStack => Constr -> T Constr
tcConstr (Constr iks ct c ets) =
- withVars iks $
- Constr iks <$> tcCtx ct <*> pure c <*>
+ assertTCMode (==TCType) $
+ withVks iks $ \ iks' ->
+ Constr iks' <$> tcCtx ct <*> pure c <*>
either (\ x -> Left <$> mapM (\ (s,t) -> (s,) <$> tcTypeT (Check kType) t) x)
(\ x -> Right <$> mapM (\ (i,(s,t)) -> ((i,) . (s,)) <$> tcTypeT (Check kType) t) x) ets
@@ -1472,7 +1511,7 @@
tcDefValue :: HasCallStack =>
EDef -> T EDef
tcDefValue adef =
- assertTCMode TCExpr $
+ assertTCMode (==TCExpr) $
case adef of
Fcn i eqns -> do
(_, tt) <- tLookup "type signature" i
@@ -1491,39 +1530,30 @@
tCheckTypeT :: HasCallStack => EType -> EType -> T EType
tCheckTypeT = tCheck tcTypeT
-tInferTypeT :: HasCallStack => EType -> T EType
-tInferTypeT t = fst <$> tInfer tcTypeT t
+tInferTypeT :: HasCallStack => EType -> T (EType, EKind)
+tInferTypeT t = tInfer tcTypeT t
-- Kind check a type while already in type checking mode
tcTypeT :: HasCallStack =>
Expected -> EType -> T EType
-tcTypeT mk t = assertTCMode TCType $ tcExpr mk (dsType t)
+tcTypeT mk t = assertTCMode (==TCType) $ tcExpr mk (dsType t)
-tInferKindT :: HasCallStack => EKind -> T EKind
---tInferKindT t | trace ("tInferKindT: " ++ show t) False = undefined-tInferKindT t = fst <$> tInfer tcKindT t
-
-- Kind check a type while in value checking mode
tcType :: HasCallStack =>
Expected -> EType -> T EType
-tcType mk = assertTCMode TCExpr . withTypeTable . tcTypeT mk
+tcType mk = assertTCMode (==TCExpr) . withTypeTable . tcTypeT mk
-- Sort check a kind while already in sort checking mode
tcKindT :: HasCallStack =>
- Expected -> EType -> T EType
-tcKindT mk t = assertTCMode TCKind $ tcExpr mk t
+ Expected -> EKind -> T EKind
+tcKindT mk t =
+-- trace ("tcKindT: " ++ show (mk, t)) $+ assertTCMode (==TCKind) $ tcExpr mk t
-- Sort check a kind while in type checking mode
---tcKind :: HasCallStack =>
--- Expected -> EType -> T EType
---tcKind mk = assertTCMode TCType . withTypeTable . tcKindT mk
-
-{---- Sort check a kind while already in type cheking mode
tcKind :: HasCallStack =>
- EKind -> T EKind
-tcKind e = fst <$> withTypeTable (tcType (Just kType) e)
--}
+ Expected -> EKind -> T EKind
+tcKind mk = assertTCMode (==TCType) . withTypeTable . tcKindT mk
-- When inferring the type, the resulting type will
-- be assigned to the TRef (using tSetRefType),
@@ -1530,8 +1560,12 @@
-- and can then be read of (using tGetRefType).
-- When checking, the expected type is simple given.
data Expected = Infer TRef | Check EType
- deriving(Show)
+-- deriving(Show)
+instance Show Expected where
+ show (Infer r) = "(Infer " ++ show r ++ ")"
+ show (Check t) = "(Check " ++ show t ++ ")"
+
tInfer :: forall a b . HasCallStack =>
(Expected -> a -> T b) -> a -> T (Typed b)
tInfer tc a = do
@@ -1637,7 +1671,6 @@
ELit loc' l -> do
tcm <- gets tcMode
case tcm of
- TCKind -> impossible
TCType ->
case l of
LStr _ -> instSigma loc' (ELit loc' l) (tConI loc' nameSymbol) mt
@@ -1676,6 +1709,7 @@
instSigma loc (EApp f ae) rt mt
-- Not LInteger, LRat
_ -> tcLit mt loc' l
+ _ -> impossible
ECase a arms -> do
-- XXX should look more like EIf
(ea, ta) <- tInferExpr a
@@ -1775,10 +1809,12 @@
t' <- tcType (Check kType) t
e' <- instSigma loc e t' mt
checkSigma e' t'
+ -- Only happens in type&kind checking mode.
EForall vks t ->
- withVks vks kType $ \ vvks _ -> do
- tt <- withVars vvks (tcExpr mt t)
- return (EForall vvks tt)
+-- assertTCMode (==TCType) $
+ withVks vks $ \ vks' -> do
+ tt <- tcExpr mt t
+ return (EForall vks' tt)
_ -> error $ "tcExpr: " ++ show (getSLoc ae) ++ " " ++ show ae
-- impossible
@@ -2198,12 +2234,6 @@
case amdl of
TModule mn _ _ _ _ _ _ a -> "Tmodule " ++ showIdent mn ++ "\n" ++ sh a ++ "\n"
-{--showValueTable :: ValueTable -> String
-showValueTable vt =
- unlines $ take 5 [showIdent i ++ " : " ++ showExpr t | (i, [Entry _ t]) <- M.toList vt]
--}
-
-----------------------------------------------------
getFreeTyVars :: [EType] -> T [TyVar]
@@ -2746,8 +2776,19 @@
---------------------
data SymTab a = SymTab (M.Map [a]) [(Ident, a)]
- deriving(Show)
+-- deriving(Show)
+
+instance forall a . Show a => Show (SymTab a) where
+ show (SymTab g l) = unlines $
+ ("Locals:" : map ((" " ++) . show) l) +++ ("Globals:" : map ((" " ++) . show) (M.toList g))+mapMSymTab :: forall a . (a -> T a) -> SymTab a -> T (SymTab a)
+mapMSymTab f (SymTab g l) = do
+ g' <- M.mapM (mapM f) g
+ l' <- mapM (\ (i, a) -> (i,) <$> f a) l
+ return $ SymTab g' l'
+
stLookup :: String -> Ident -> SymTab Entry -> Either String Entry
stLookup msg i (SymTab genv lenv) =
case lookup i lenv of
--
⑨