motiejus/zig
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use * for pointer type instead of &

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See #770

To help automatically translate code, see the
zig-fmt-pointer-reform-2 branch.

This will convert all & into *. Due to the syntax
ambiguity (which is why we are making this change),
even address-of & will turn into *, so you'll have
to manually fix thes instances. You will be guaranteed
to get compile errors for them - expected 'type', found 'foo'
This commit is contained in:
Andrew Kelley
2018-05-31 10:56:59 -04:00
parent 717ac85a5a
commit fcbb7426fa
150 changed files with 2160 additions and 2141 deletions
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14
std/math/complex/index.zig
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@@ -37,28 +37,28 @@ pub fn Complex(comptime T: type) type {
};
}
pub fn add(self: &const Self, other: &const Self) Self {
pub fn add(self: *const Self, other: *const Self) Self {
return Self{
.re = self.re + other.re,
.im = self.im + other.im,
};
}
pub fn sub(self: &const Self, other: &const Self) Self {
pub fn sub(self: *const Self, other: *const Self) Self {
return Self{
.re = self.re - other.re,
.im = self.im - other.im,
};
}
pub fn mul(self: &const Self, other: &const Self) Self {
pub fn mul(self: *const Self, other: *const Self) Self {
return Self{
.re = self.re * other.re - self.im * other.im,
.im = self.im * other.re + self.re * other.im,
};
}
pub fn div(self: &const Self, other: &const Self) Self {
pub fn div(self: *const Self, other: *const Self) Self {
const re_num = self.re * other.re + self.im * other.im;
const im_num = self.im * other.re - self.re * other.im;
const den = other.re * other.re + other.im * other.im;
@@ -69,14 +69,14 @@ pub fn Complex(comptime T: type) type {
};
}
pub fn conjugate(self: &const Self) Self {
pub fn conjugate(self: *const Self) Self {
return Self{
.re = self.re,
.im = -self.im,
};
}
pub fn reciprocal(self: &const Self) Self {
pub fn reciprocal(self: *const Self) Self {
const m = self.re * self.re + self.im * self.im;
return Self{
.re = self.re / m,
@@ -84,7 +84,7 @@ pub fn Complex(comptime T: type) type {
};
}
pub fn magnitude(self: &const Self) T {
pub fn magnitude(self: *const Self) T {
return math.sqrt(self.re * self.re + self.im * self.im);
}
};