complex

Complex Number Arithmetic

Functions

Function	Description
`cx_new`	Create complex number.
`cx_add`	Add two complex numbers.
`cx_sub`	Subtract: a - b.
`cx_mul`	Multiply: (a+bi)(c+di) = (ac-bd) + (ad+bc)i.
`cx_scale`	Scalar multiply.
`cx_abs_sq`	Magnitude squared:
`cx_conjugate`	Complex conjugate.
`cx_eq`	Equality check.
`cx_re`	Real part.
`cx_im`	Imaginary part.
`cx_is_real`	Check if purely real.
`_cx_write_int`	Internal: write integer to buffer. Returns chars written.
`cx_to_str`	Format as string: “a+bi” or “a-bi”. Returns length.

fn cx_new(re: i64, im: i64) -> &i64

Create complex number.

fn cx_add(a: &i64, b: &i64) -> &i64

Add two complex numbers.

fn cx_sub(a: &i64, b: &i64) -> &i64

Subtract: a - b.

fn cx_mul(a: &i64, b: &i64) -> &i64

Multiply: (a+bi)(c+di) = (ac-bd) + (ad+bc)i.

fn cx_scale(a: &i64, k: i64) -> &i64

Scalar multiply.

fn cx_abs_sq(a: &i64) -> i64

Magnitude squared: |a|^2 = re^2 + im^2.

fn cx_conjugate(a: &i64) -> &i64

Complex conjugate.

fn cx_eq(a: &i64, b: &i64) -> i64

Equality check.

fn cx_re(a: &i64) -> i64

Real part.

fn cx_im(a: &i64) -> i64

Imaginary part.

fn cx_is_real(a: &i64) -> i64

Check if purely real.

fn _cx_write_int(val: i64, out: &i8, off: i64) -> i64

Internal: write integer to buffer. Returns chars written.

fn cx_to_str(a: &i64, out: &i8) -> i64

Format as string: “a+bi” or “a-bi”. Returns length.