ref: 98853f5432c70490376eb0a728619f2f32cac8ee
parent: b1afd1122a324ede0ff1576d7422163a0870ffa2
author: Lennart Augustsson <lennart@augustsson.net>
date: Sun Dec 29 08:42:57 EST 2024
Fix qualified name bug in Coercible solver.
--- a/generated/mhs.c
+++ b/generated/mhs.c
@@ -1,5 +1,5 @@
static unsigned char data[] = {
-122,76,90,49,173,144,1,0,26,118,55,46,48,10,50,48,55,48,10,65,
+122,76,90,49,148,144,1,0,26,118,55,46,48,10,50,48,55,48,10,65,
32,95,48,32,95,50,51,32,64,95,50,48,57,32,64,66,224,15,2,6,
49,56,32,64,64,66,32,224,18,4,16,55,32,64,64,64,83,39,32,66,
32,64,66,39,32,67,32,83,64,50,6,83,32,67,39,32,83,39,128,10,
@@ -1490,3648 +1490,3646 @@
85,192,37,225,128,21,0,80,160,37,225,127,20,0,68,195,228,114,17,203,
152,224,0,20,0,58,135,63,84,36,0,52,72,120,65,108,71,83,0,52,
128,6,96,13,64,154,64,12,78,38,1,49,54,64,90,2,95,53,57,232,
-164,0,2,95,54,48,224,11,0,64,77,148,114,2,62,61,32,64,12,146,
-47,0,62,96,11,0,54,96,11,0,60,96,11,145,164,3,105,99,109,112,
-96,14,177,154,81,219,233,61,2,84,239,105,60,224,20,4,65,39,224,20,
-7,114,200,224,20,8,66,132,224,20,7,0,49,98,154,224,21,9,66,99,
-224,106,8,137,145,224,20,5,0,53,65,243,0,67,104,108,224,106,2,66,
-123,1,95,49,98,15,2,95,49,48,181,221,224,7,51,65,21,246,179,0,
-212,112,71,153,189,112,243,16,1,108,145,3,67,32,61,61,232,205,1,135,
-165,0,85,64,12,64,8,0,90,213,244,231,184,0,199,250,103,142,233,181,
-0,199,184,96,216,105,112,226,101,12,2,99,97,115,172,75,233,96,7,100,
-68,204,231,162,92,204,157,64,1,170,61,106,72,139,80,211,83,232,128,0,
-75,70,3,67,32,60,32,180,150,200,55,224,232,7,224,28,0,128,230,181,
-230,234,210,3,192,248,224,34,1,242,33,1,160,68,139,92,224,67,7,225,
-3,2,226,50,3,192,0,107,187,171,136,1,49,53,76,239,64,6,65,120,
-177,147,224,106,95,65,92,137,233,226,162,7,0,54,227,13,11,0,49,101,
-108,227,35,8,65,170,224,63,8,224,41,11,78,173,226,247,8,0,49,101,
-116,226,248,44,64,190,248,207,1,0,66,85,172,130,189,130,35,117,181,64,
-36,70,230,152,194,246,204,1,106,33,64,132,151,177,64,54,64,41,132,121,
-108,8,118,143,202,194,130,86,202,190,172,36,130,184,0,54,64,61,224,77,
-4,96,49,192,41,146,254,170,132,164,255,147,9,0,39,234,193,2,120,80,
-217,245,64,136,183,37,88,196,101,45,205,113,128,14,237,253,1,69,89,143,
-83,65,86,69,102,207,31,224,35,6,0,54,132,158,160,35,171,41,64,105,
-0,54,224,242,9,109,253,224,242,35,227,75,2,224,241,48,255,179,0,224,
-181,3,0,52,64,89,224,181,0,0,53,64,195,64,43,133,236,224,179,0,
-225,23,0,226,90,4,0,64,224,61,1,224,19,3,242,14,4,224,222,29,
-160,165,224,222,52,133,137,121,98,88,109,205,14,96,69,128,53,145,24,204,
-201,149,74,64,98,0,57,71,40,102,158,236,213,0,251,246,1,64,90,229,
-31,2,225,61,20,96,82,224,38,10,226,62,13,143,238,226,66,23,242,47,
-6,7,100,105,103,105,116,84,111,73,189,54,240,98,14,250,91,1,112,108,
-249,226,3,224,49,28,96,176,224,49,22,64,39,96,255,97,34,206,207,100,
-36,101,32,153,209,64,67,227,103,5,0,53,83,147,226,51,6,113,67,3,
-58,49,54,48,221,36,0,89,99,130,144,239,64,4,0,85,128,50,98,26,
-186,213,65,187,166,118,207,67,242,197,6,128,189,194,80,96,95,132,126,241,
-88,5,246,37,16,134,16,66,125,100,112,96,128,0,48,96,90,160,173,219,
-105,242,90,0,242,134,0,231,163,27,4,83,79,85,82,67,140,157,160,204,
-195,37,64,103,197,104,120,10,92,218,64,20,98,155,160,19,1,54,57,74,
-11,0,53,64,144,73,224,1,50,56,249,196,2,64,205,224,174,5,144,135,
-128,210,64,186,0,54,225,175,0,91,65,149,180,240,93,3,225,76,0,0,
-53,97,236,252,162,5,161,89,232,227,3,246,161,19,15,85,110,99,108,111,
-115,101,100,32,123,45,32,99,111,109,109,223,243,138,251,228,39,5,242,218,
-0,243,173,14,231,125,0,129,248,232,152,0,225,194,13,0,52,129,194,240,
-162,0,97,15,129,24,86,101,99,135,253,183,12,224,149,38,192,103,224,148,
-28,130,243,224,149,25,227,114,1,224,150,7,234,34,5,169,145,226,251,11,
-224,46,30,254,251,3,224,233,5,224,84,4,129,121,224,177,10,192,158,224,
-26,0,64,6,224,45,6,64,6,219,232,227,147,0,66,137,134,150,0,85,
-138,10,129,18,254,62,0,128,185,2,95,52,54,224,101,0,225,173,10,64,
-68,134,175,0,85,225,113,0,128,50,67,81,242,182,0,131,94,64,205,172,
-137,224,72,2,100,238,117,205,196,208,64,190,105,182,100,131,230,76,3,254,
-219,1,128,100,224,74,5,128,60,230,48,16,230,9,5,151,170,105,107,3,
-95,49,55,50,229,230,2,12,92,51,52,38,108,105,98,47,68,97,116,97,
-47,89,212,2,46,104,115,64,19,4,44,49,48,53,58,144,170,97,91,246,
-102,0,224,128,0,229,172,17,192,109,230,18,0,128,171,229,185,4,98,9,
-133,185,68,129,128,196,235,179,20,130,78,192,25,236,29,4,128,99,235,105,
-61,224,69,10,197,33,236,94,6,130,236,130,203,141,59,224,91,5,229,144,
-17,4,109,111,100,117,108,237,54,1,237,34,0,162,198,235,229,12,135,239,
-237,251,0,141,56,166,150,237,13,10,96,171,175,243,3,58,49,53,57,198,
-239,0,80,150,57,0,85,65,121,96,95,231,5,2,163,196,64,52,224,13,
-0,127,34,96,102,0,39,250,83,9,6,108,97,121,111,117,116,76,144,180,
-96,254,225,161,9,109,223,160,25,224,2,0,128,47,132,38,225,205,8,166,
-90,228,84,1,246,107,1,224,59,0,224,56,12,251,120,0,128,27,229,20,
-1,161,25,224,31,6,111,18,207,10,216,103,192,7,64,247,166,255,1,49,
-53,127,13,0,85,65,198,164,88,98,3,200,21,70,145,96,37,121,184,129,
-203,224,58,5,192,0,224,151,14,192,240,224,150,2,206,190,225,68,0,66,
-96,249,131,4,247,128,5,215,131,196,215,160,36,224,24,2,225,47,0,200,
-235,194,166,71,119,224,127,1,228,128,3,217,218,96,43,66,198,110,75,160,
-42,224,251,1,68,7,96,252,162,170,225,3,18,96,128,224,51,12,113,73,
-96,117,224,52,4,135,228,192,63,64,11,133,156,227,104,0,128,28,64,7,
-224,198,0,250,191,2,231,86,14,130,46,203,151,228,94,7,251,193,3,65,
-117,67,218,163,104,161,137,97,61,101,92,0,52,161,20,164,35,192,122,225,
-22,13,96,35,224,226,9,108,169,96,199,251,30,2,224,237,3,129,186,133,
-13,162,0,193,161,231,112,2,129,237,64,192,225,29,1,224,159,0,128,233,
-224,158,26,160,108,225,185,5,129,237,193,108,64,88,138,32,224,165,4,224,
-95,50,128,186,192,95,192,69,128,101,226,94,15,234,196,0,64,22,241,40,
-3,226,233,1,227,101,5,169,11,225,77,0,99,103,228,232,1,100,167,96,
-25,218,149,130,54,160,10,129,90,233,93,17,228,247,1,227,222,1,234,215,
-25,192,59,132,109,225,22,6,226,249,3,227,247,1,163,250,224,198,0,131,
-222,192,13,244,201,11,224,31,1,226,24,1,230,251,11,129,229,224,138,12,
-139,228,195,107,1,48,49,241,126,2,224,208,6,128,169,197,18,235,158,5,
-134,46,7,32,101,114,114,111,114,32,125,102,52,224,101,2,128,95,133,99,
-229,105,1,224,154,24,228,33,5,161,79,96,43,64,23,96,255,228,136,8,
-234,170,1,194,107,161,177,102,237,97,71,161,103,245,54,0,192,16,130,31,
-130,59,193,116,131,151,224,13,9,226,9,1,5,67,32,95,51,56,49,165,
-107,193,44,224,171,3,131,93,112,130,199,238,230,66,13,161,92,131,45,97,
-41,96,47,225,100,1,5,115,121,110,116,97,120,129,100,225,98,30,72,9,
-142,97,104,31,103,38,168,32,0,54,224,22,2,67,229,160,22,139,74,64,
-227,1,80,32,124,106,137,202,96,145,192,47,70,213,160,46,138,226,2,75,
-50,32,64,12,138,178,4,85,32,75,32,65,107,152,100,62,1,10,65,120,
-198,7,53,56,57,32,64,90,32,85,170,12,233,224,4,224,18,6,145,16,
-224,18,4,151,140,232,18,9,65,104,232,4,5,160,105,1,64,85,73,80,
-0,64,64,7,133,117,192,15,224,69,6,64,225,105,227,230,60,5,160,45,
-224,60,1,165,186,224,169,6,65,243,224,80,6,181,62,224,18,3,65,140,
-160,65,224,80,7,224,41,6,129,135,192,41,230,246,0,65,73,139,73,108,
-46,1,75,32,79,171,131,163,96,50,66,118,0,58,128,247,225,187,1,99,
-31,129,187,69,98,3,10,65,32,73,65,164,66,44,204,148,99,21,82,67,
-112,247,1,52,55,64,50,2,90,32,90,67,135,5,52,55,52,32,64,89,
-96,73,64,142,233,63,1,203,185,230,42,5,192,166,0,56,130,85,173,68,
-232,102,0,224,12,0,230,226,4,202,145,164,187,192,39,227,97,0,227,158,
-0,96,8,110,73,1,53,56,128,114,224,70,3,99,49,123,8,64,22,167,
-233,229,80,3,64,36,67,214,99,149,71,135,227,127,1,129,192,137,227,0,
-51,96,5,99,63,182,231,0,54,65,204,160,6,64,39,231,194,0,193,14,
-228,99,6,162,135,150,90,192,117,224,7,3,164,66,228,164,1,228,75,0,
-168,126,64,183,64,60,224,33,12,128,27,224,26,6,129,40,160,137,100,110,
-232,244,0,224,38,13,132,102,103,202,164,40,98,104,130,109,184,219,96,229,
-96,11,248,236,0,134,28,98,152,67,220,226,194,2,5,39,32,95,56,51,
-52,64,121,0,85,193,11,225,10,4,161,78,192,31,0,85,68,6,66,99,
-107,103,77,112,166,180,1,51,56,231,235,4,228,222,1,0,50,129,249,225,
-159,2,82,122,4,95,52,54,52,32,229,28,1,10,77,104,115,46,66,117,
-105,108,116,105,110,133,27,2,49,54,52,67,46,4,52,32,95,49,49,136,
-160,225,201,0,224,58,6,5,80,114,101,108,117,100,173,180,66,196,133,3,
-0,75,99,46,196,246,128,1,231,146,3,233,158,1,0,32,152,197,96,59,
-133,16,229,61,0,133,38,64,194,160,69,160,44,64,20,239,53,1,236,26,
-1,226,213,3,195,51,194,214,232,201,3,192,125,130,211,164,68,96,26,80,
-160,130,183,0,53,148,179,135,71,176,89,230,238,4,195,44,160,96,227,61,
-1,227,181,2,236,111,1,161,156,224,25,9,96,251,231,24,3,224,182,0,
-220,110,228,9,1,195,231,96,174,64,32,64,154,143,20,6,53,52,48,32,
-95,57,57,65,176,226,14,1,1,95,52,153,169,67,178,0,53,98,100,180,
-200,1,53,53,98,91,0,52,216,42,192,32,194,150,224,15,1,130,174,161,
-28,98,82,0,51,130,7,128,134,64,18,160,28,1,53,51,102,103,96,160,
-0,95,192,21,0,67,81,171,0,49,226,158,1,1,67,39,79,83,64,25,
-133,26,193,60,227,171,1,64,219,97,160,64,11,132,23,64,18,64,44,131,
-106,160,177,161,26,163,88,224,158,1,0,53,80,93,97,220,96,12,64,28,
-2,95,49,48,67,98,96,0,163,146,225,25,3,3,54,32,95,52,119,71,
-64,219,202,24,210,58,0,51,76,38,2,95,49,49,81,140,2,95,49,50,
-117,223,1,95,49,79,238,96,7,90,197,100,24,105,87,96,102,64,6,96,
-236,130,106,96,95,0,57,89,251,225,254,0,97,132,132,78,109,70,141,62,
-97,204,131,242,128,174,192,72,3,95,49,52,51,187,112,192,84,130,170,161,
-137,224,20,3,230,116,11,160,116,129,40,194,110,224,141,0,227,49,4,230,
-149,0,163,27,162,158,64,153,3,55,32,95,52,138,54,230,217,14,190,178,
-64,10,210,158,192,7,192,11,224,141,1,224,107,2,227,6,1,1,95,52,
-92,2,224,0,7,194,178,0,55,98,171,67,250,211,23,0,73,64,186,159,
-236,224,117,11,224,7,3,224,205,2,64,18,134,82,131,254,227,148,2,224,
-2,7,224,140,0,128,15,227,205,1,224,36,12,224,37,20,224,40,4,224,
-41,34,238,60,0,0,39,132,13,237,148,17,228,231,0,160,55,192,1,178,
-84,102,196,231,42,1,224,5,3,231,54,4,196,225,224,66,1,99,204,161,
-227,164,115,113,153,96,16,70,32,1,55,51,227,224,1,163,148,122,105,65,
-184,196,81,3,95,55,54,52,64,12,83,255,224,22,2,192,228,224,88,3,
-224,85,9,192,50,233,211,0,0,95,222,129,64,0,197,41,224,2,17,226,
-244,3,225,25,2,161,53,225,113,5,224,28,19,225,176,3,193,133,193,24,
-230,23,4,224,20,0,224,8,2,1,95,55,74,21,96,0,225,170,0,225,
-108,1,224,197,3,64,15,226,30,3,90,32,226,165,1,194,238,225,250,2,
-173,158,160,42,192,19,197,202,96,129,160,172,226,105,7,192,92,160,62,192,
-195,98,26,224,5,3,193,65,224,57,3,162,47,224,25,10,160,2,224,25,
-17,226,167,1,225,112,3,192,164,64,19,226,245,1,225,39,5,133,247,101,
-139,232,245,5,160,68,96,86,224,80,0,228,209,2,224,224,8,66,110,98,
-80,128,39,134,190,64,53,202,111,228,55,0,64,126,0,95,125,60,72,13,
-230,207,7,224,28,16,2,95,49,53,230,78,0,96,0,102,195,1,32,64,
-234,22,2,130,29,225,241,3,227,223,2,224,210,5,160,247,224,128,7,224,
-215,0,224,236,3,224,218,0,198,240,224,249,2,200,76,226,93,11,226,192,
-1,228,0,2,226,92,255,226,92,45,226,90,1,96,0,226,2,14,225,67,
-3,64,13,226,8,31,224,165,6,96,26,193,4,231,203,4,128,155,192,149,
-201,173,247,186,3,64,0,96,149,64,106,227,2,13,123,70,224,120,8,224,
-136,10,237,219,3,128,57,142,97,227,105,19,128,212,128,185,146,19,89,155,
-69,251,226,238,5,230,201,2,160,3,234,80,5,225,76,2,224,90,1,232,
-138,3,98,147,225,175,3,242,220,1,226,246,3,200,177,229,234,1,161,6,
-140,59,227,142,16,64,84,239,220,8,243,184,5,128,179,64,40,80,65,130,
-177,232,134,1,232,144,3,130,200,192,208,225,42,3,224,98,1,226,82,6,
-233,156,1,224,89,8,163,79,64,251,64,66,65,62,135,82,224,80,4,224,
-75,16,225,207,1,161,172,203,154,64,67,196,15,224,72,2,203,106,251,233,
-11,11,110,111,116,32,101,120,112,111,114,116,101,100,251,239,0,96,0,0,
-58,137,233,109,219,0,82,64,105,110,233,204,106,81,92,1,57,51,202,138,
-2,95,52,57,75,188,130,40,161,121,66,105,160,7,224,121,12,1,58,32,
-128,111,1,95,52,108,27,160,113,145,227,225,39,5,225,133,3,132,110,229,
-51,0,228,157,4,226,235,5,164,80,224,26,0,224,69,0,225,222,1,128,
-172,229,145,2,224,28,6,227,250,1,130,149,194,132,128,36,226,161,0,224,
-11,1,1,83,32,200,92,229,167,28,162,200,228,247,0,98,12,251,114,11,
-216,12,192,13,163,60,128,16,224,193,2,229,197,3,192,155,227,74,4,228,
-139,2,96,56,140,85,0,56,229,23,1,128,0,230,147,5,225,79,0,230,
-140,7,224,38,50,161,84,134,124,96,38,228,64,21,225,38,14,99,53,192,
-108,247,11,0,164,50,224,21,14,165,156,161,10,129,237,88,150,133,146,247,
-217,7,225,73,1,225,180,25,193,69,128,48,225,180,5,224,145,2,237,131,
-1,224,13,11,247,186,14,161,41,230,79,2,98,145,224,184,1,224,0,3,
-230,63,0,224,182,28,197,34,224,129,22,224,171,77,224,170,37,217,198,224,
-128,22,224,170,82,198,177,198,190,128,1,195,223,224,16,0,232,229,0,128,
-14,224,206,14,226,105,0,192,54,192,167,224,16,2,233,189,4,160,16,227,
-239,11,224,122,1,131,242,224,66,2,233,30,3,128,1,128,223,160,126,128,
-50,132,199,134,80,131,176,232,115,1,180,222,1,57,53,228,198,0,84,241,
-97,51,84,148,2,95,55,51,230,105,5,228,80,8,241,210,0,2,95,56,
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+255,224,0,255,224,0,255,224,0,255,224,0,212,1,32,125,
};
unsigned char *combexpr = data;
-int combexprlen = 102581;
+int combexprlen = 102556;
#include "mhsffi.h"
static struct ffi_entry table[] = {
{ 0,0 }
--- a/src/MicroHs/TypeCheck.hs
+++ b/src/MicroHs/TypeCheck.hs
@@ -2993,6 +2993,7 @@
putSynTable st
-- walk over the types in parallel,
-- and generate new Coercible constraints when not equal.
+-- traceM $ "solveCoercible: " ++ showExprRaw t1' ++ " and " ++ showExprRaw t2'
case genCoerce t1' t2' of
Nothing -> return Nothing
Just [(u1, u2)] | u1 `eqEType` t1 && u2 `eqEType` t2 -> return Nothing -- Nothing has improved
@@ -3013,19 +3014,20 @@
genCoerce (EApp f1 a1) (EApp f2 a2) = (++) <$> genCoerce f1 f2 <*> genCoerce a1 a2
genCoerce _ _ = Nothing
--- Pretend newtypes are type synonyms
+-- Pretend newtypes are type synonyms.
+-- XXX It's rather inefficient to do this over and over.
extNewtypeSyns :: T ()
extNewtypeSyns = do
dt <- gets dataTable
- mn <- gets moduleName
- let ext (Newtype (i, vs) (Constr _ _ _c et) _) = do
+ let ext (qi, Newtype (_, vs) (Constr _ _ _c et) _) = do
-- XXX We should check that the constructor name (_c) is visible.
-- But this is tricky since we don't know under what qualified name it
-- it should be visible.
let t = either (snd . head) (snd . snd . head) et
- extSyn (qualIdent mn i) (EForall True vs t) -- extend synonym table
+-- traceM $ "extNewtypeSyns: " ++ showIdent qi ++ show vs ++ " = " ++ showExprRaw t
+ extSyn qi (EForall True vs t) -- extend synonym table
ext _ = return ()
- mapM_ ext $ M.elems dt
+ mapM_ ext $ M.toList dt
isEUVar :: EType -> Bool
--- a/tests/Coerce.hs
+++ b/tests/Coerce.hs
@@ -1,5 +1,6 @@
module Coerce where
import Data.Coerce
+import Data.Word
newtype NT = NT Int
deriving (Show)
@@ -24,3 +25,4 @@
print (coerce (List [3::Int, 4]) :: [Int])
print (coerce (List [NT 5, NT 6]) :: [NT])
print (coerce (List [NT 7, NT 8]) :: [Int])
+ print (coerce "hello" :: [Word8])
--- a/tests/Coerce.ref
+++ b/tests/Coerce.ref
@@ -4,3 +4,4 @@
[3,4]
[NT 5,NT 6]
[7,8]
+[104,101,108,108,111]