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| author | Andrew Kelley <andrew@ziglang.org> | 2023-06-24 16:58:19 -0700 |
|---|---|---|
| committer | GitHub <noreply@github.com> | 2023-06-24 16:58:19 -0700 |
| commit | 146b79af153bbd5dafda0ba12a040385c7fc58f8 (patch) | |
| tree | 67e3db8b444d65c667e314770fc983a7fc8ba293 /lib/std/math/ldexp.zig | |
| parent | 13853bef0df3c90633021850cc6d6abaeea03282 (diff) | |
| parent | 21ac0beb436f49fe49c6982a872f2dc48e4bea5e (diff) | |
| download | zig-146b79af153bbd5dafda0ba12a040385c7fc58f8.tar.gz zig-146b79af153bbd5dafda0ba12a040385c7fc58f8.zip | |
Merge pull request #16163 from mlugg/feat/builtins-infer-dest-ty
Infer destination type of cast builtins using result type
Diffstat (limited to 'lib/std/math/ldexp.zig')
| -rw-r--r-- | lib/std/math/ldexp.zig | 30 |
1 files changed, 15 insertions, 15 deletions
diff --git a/lib/std/math/ldexp.zig b/lib/std/math/ldexp.zig index 448e94f8e5..d32a8189b6 100644 --- a/lib/std/math/ldexp.zig +++ b/lib/std/math/ldexp.zig @@ -16,53 +16,53 @@ pub fn ldexp(x: anytype, n: i32) @TypeOf(x) { const max_biased_exponent = 2 * math.floatExponentMax(T); const mantissa_mask = @as(TBits, (1 << mantissa_bits) - 1); - const repr = @bitCast(TBits, x); + const repr = @as(TBits, @bitCast(x)); const sign_bit = repr & (1 << (exponent_bits + mantissa_bits)); if (math.isNan(x) or !math.isFinite(x)) return x; - var exponent: i32 = @intCast(i32, (repr << 1) >> (mantissa_bits + 1)); + var exponent: i32 = @as(i32, @intCast((repr << 1) >> (mantissa_bits + 1))); if (exponent == 0) exponent += (@as(i32, exponent_bits) + @intFromBool(T == f80)) - @clz(repr << 1); if (n >= 0) { if (n > max_biased_exponent - exponent) { // Overflow. Return +/- inf - return @bitCast(T, @bitCast(TBits, math.inf(T)) | sign_bit); + return @as(T, @bitCast(@as(TBits, @bitCast(math.inf(T))) | sign_bit)); } else if (exponent + n <= 0) { // Result is subnormal - return @bitCast(T, (repr << @intCast(Log2Int(TBits), n)) | sign_bit); + return @as(T, @bitCast((repr << @as(Log2Int(TBits), @intCast(n))) | sign_bit)); } else if (exponent <= 0) { // Result is normal, but needs shifting - var result = @intCast(TBits, n + exponent) << mantissa_bits; - result |= (repr << @intCast(Log2Int(TBits), 1 - exponent)) & mantissa_mask; - return @bitCast(T, result | sign_bit); + var result = @as(TBits, @intCast(n + exponent)) << mantissa_bits; + result |= (repr << @as(Log2Int(TBits), @intCast(1 - exponent))) & mantissa_mask; + return @as(T, @bitCast(result | sign_bit)); } // Result needs no shifting - return @bitCast(T, repr + (@intCast(TBits, n) << mantissa_bits)); + return @as(T, @bitCast(repr + (@as(TBits, @intCast(n)) << mantissa_bits))); } else { if (n <= -exponent) { if (n < -(mantissa_bits + exponent)) - return @bitCast(T, sign_bit); // Severe underflow. Return +/- 0 + return @as(T, @bitCast(sign_bit)); // Severe underflow. Return +/- 0 // Result underflowed, we need to shift and round - const shift = @intCast(Log2Int(TBits), @min(-n, -(exponent + n) + 1)); + const shift = @as(Log2Int(TBits), @intCast(@min(-n, -(exponent + n) + 1))); const exact_tie: bool = @ctz(repr) == shift - 1; var result = repr & mantissa_mask; if (T != f80) // Include integer bit result |= @as(TBits, @intFromBool(exponent > 0)) << fractional_bits; - result = @intCast(TBits, (result >> (shift - 1))); + result = @as(TBits, @intCast((result >> (shift - 1)))); // Round result, including round-to-even for exact ties result = ((result + 1) >> 1) & ~@as(TBits, @intFromBool(exact_tie)); - return @bitCast(T, result | sign_bit); + return @as(T, @bitCast(result | sign_bit)); } // Result is exact, and needs no shifting - return @bitCast(T, repr - (@intCast(TBits, -n) << mantissa_bits)); + return @as(T, @bitCast(repr - (@as(TBits, @intCast(-n)) << mantissa_bits))); } } @@ -105,8 +105,8 @@ test "math.ldexp" { // Multiplications might flush the denormals to zero, esp. at // runtime, so we manually construct the constants here instead. const Z = std.meta.Int(.unsigned, @bitSizeOf(T)); - const EightTimesTrueMin = @bitCast(T, @as(Z, 8)); - const TwoTimesTrueMin = @bitCast(T, @as(Z, 2)); + const EightTimesTrueMin = @as(T, @bitCast(@as(Z, 8))); + const TwoTimesTrueMin = @as(T, @bitCast(@as(Z, 2))); // subnormals -> subnormals try expect(ldexp(math.floatTrueMin(T), 3) == EightTimesTrueMin); |
