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author | Michael Forney <mforney@mforney.org> | 2021-08-17 13:14:54 -0700 |
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committer | Quentin Carbonneaux <quentin@c9x.me> | 2021-08-27 10:45:13 +0200 |
commit | 804921a3ab463848aa0ffbe495ca542b3789c841 (patch) | |
tree | 17419e724fe59ab12eb16c3404d211ceb523b89c /test | |
parent | 3cbad4d9c465d3f298cbe19c46f7c16f6a9b9f0f (diff) | |
download | roux-804921a3ab463848aa0ffbe495ca542b3789c841.tar.gz |
amd64/isel: fix floating < and <= result with NaN
When the two operands are Unordered (for instance if one of them is NaN), ucomisd sets ZF=1, PF=1, and CF=1. When the result is LessThan, it sets ZF=0, PF=0, and CF=1. However, jb[e]/setb[e] only checks that CF=1 [or ZF=1] which causes the result to be true for unordered operands. To fix this, change the operand swap condition for these two floating point comparison types: always rewrite x < y as y > x, and never rewrite x > y as y < x. Add a test to check the result of cltd, cled, cgtd, cged, ceqd, and cned with arguments that are LessThan, Equal, GreaterThan, and Unordered. Additionally, check three different implementations for equality testing: one that uses the result of ceqd directly, one that uses the result to control a conditional jump, and one that uses the result both as a value and for a conditional jump. For now, unordered equality tests are still broken so they are disabled.
Diffstat (limited to 'test')
-rw-r--r-- | test/isel2.ssa | 108 |
1 files changed, 108 insertions, 0 deletions
diff --git a/test/isel2.ssa b/test/isel2.ssa new file mode 100644 index 0000000..280ceb2 --- /dev/null +++ b/test/isel2.ssa @@ -0,0 +1,108 @@ +# tests that NaN is handled properly by +# floating point comparisons +# +# TODO: fix eq[123](NAN, NAN) on amd64 + +export function w $lt(d %x, d %y) { +@start + %r =w cltd %x, %y + ret %r +} + +export function w $le(d %x, d %y) { +@start + %r =w cled %x, %y + ret %r +} + +export function w $gt(d %x, d %y) { +@start + %r =w cgtd %x, %y + ret %r +} + +export function w $ge(d %x, d %y) { +@start + %r =w cged %x, %y + ret %r +} + +export function w $eq1(d %x, d %y) { +@start + %r =w ceqd %x, %y + ret %r +} + +export function w $eq2(d %x, d %y) { +@start + %r =w ceqd %x, %y + jnz %r, @true, @false +@true + ret 1 +@false + ret 0 +} + +export function w $eq3(d %x, d %y) { +@start + %r =w ceqd %x, %y + jnz %r, @true, @false +@true + ret %r +@false + ret 0 +} + +export function w $ne1(d %x, d %y) { +@start + %r =w cned %x, %y + ret %r +} + +export function w $ne2(d %x, d %y) { +@start + %r =w cned %x, %y + jnz %r, @true, @false +@true + ret 1 +@false + ret 0 +} + +export function w $ne3(d %x, d %y) { +@start + %r =w cned %x, %y + jnz %r, @true, @false +@true + ret %r +@false + ret 0 +} + +# >>> driver +# #include <math.h> +# extern int lt(double, double); +# extern int le(double, double); +# extern int gt(double, double); +# extern int ge(double, double); +# extern int eq1(double, double); +# extern int eq2(double, double); +# extern int eq3(double, double); +# extern int ne1(double, double); +# extern int ne2(double, double); +# extern int ne3(double, double); +# int main(void) { +# /* LessThan Equal GreaterThan Unordered */ +# return !lt(0, 1) + lt(0, 0) + lt(1, 0) + lt(NAN, NAN) +# + !le(0, 1) + !le(0, 0) + le(1, 0) + le(NAN, NAN) +# + gt(0, 1) + gt(0, 0) + !gt(1, 0) + gt(NAN, NAN) +# + ge(0, 1) + !ge(0, 0) + !ge(1, 0) + ge(NAN, NAN) +# + eq1(0, 1) + !eq1(0, 0) + eq1(1, 0) /*+ eq1(NAN, NAN)*/ +# + eq2(0, 1) + !eq2(0, 0) + eq2(1, 0) /*+ eq2(NAN, NAN)*/ +# + eq3(0, 1) + !eq3(0, 0) + eq3(1, 0) /*+ eq3(NAN, NAN)*/ +# + !ne1(0, 1) + ne1(0, 0) + !ne1(1, 0) /*+ !ne1(NAN, NAN)*/ +# + !ne2(0, 1) + ne2(0, 0) + !ne2(1, 0) /*+ !ne2(NAN, NAN)*/ +# + !ne3(0, 1) + ne3(0, 0) + !ne3(1, 0) /*+ !ne3(NAN, NAN)*/ +# ; +# } +# <<< |