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stage1: add @sin @cos @exp @exp2 @ln @log2 @log10 @fabs @floor @ceil @trunc @round

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and expand @sqrt

This revealed that the accuracy of ln is not as good as the current algorithm in
musl and glibc, and should be ported again.

v2: actually include tests
v3: fix reversal of in and out arguments on f128M_sqrt()
    add test for @sqrt on comptime_float
    do not include @nearbyInt() until it works on all targets.
This commit is contained in:
Shawn Landden
2019-06-21 16:18:59 -05:00
parent ebde2ff899
commit 71e014caec
11 changed files with 724 additions and 136 deletions
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15
src/analyze.cpp
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@@ -5736,9 +5736,10 @@ uint32_t zig_llvm_fn_key_hash(ZigLLVMFnKey x) {
return (uint32_t)(x.data.clz.bit_count) * (uint32_t)2428952817;
case ZigLLVMFnIdPopCount:
return (uint32_t)(x.data.clz.bit_count) * (uint32_t)101195049;
case ZigLLVMFnIdFloor:
case ZigLLVMFnIdCeil:
case ZigLLVMFnIdSqrt:
case ZigLLVMFnIdFloatOp:
return (uint32_t)(x.data.floating.bit_count) * ((uint32_t)x.id + 1025) +
(uint32_t)(x.data.floating.vector_len) * (((uint32_t)x.id << 5) + 1025) +
(uint32_t)(x.data.floating.op) * (uint32_t)43789879;
case ZigLLVMFnIdFMA:
return (uint32_t)(x.data.floating.bit_count) * ((uint32_t)x.id + 1025) +
(uint32_t)(x.data.floating.vector_len) * (((uint32_t)x.id << 5) + 1025);
@@ -5769,10 +5770,10 @@ bool zig_llvm_fn_key_eql(ZigLLVMFnKey a, ZigLLVMFnKey b) {
return a.data.bswap.bit_count == b.data.bswap.bit_count;
case ZigLLVMFnIdBitReverse:
return a.data.bit_reverse.bit_count == b.data.bit_reverse.bit_count;
case ZigLLVMFnIdFloor:
case ZigLLVMFnIdCeil:
case ZigLLVMFnIdSqrt:
return a.data.floating.bit_count == b.data.floating.bit_count;
case ZigLLVMFnIdFloatOp:
return a.data.floating.bit_count == b.data.floating.bit_count &&
a.data.floating.vector_len == b.data.floating.vector_len &&
a.data.floating.op == b.data.floating.op;
case ZigLLVMFnIdFMA:
return a.data.floating.bit_count == b.data.floating.bit_count &&
a.data.floating.vector_len == b.data.floating.vector_len;