Documentation
operating complex numbers
 Complex numbers are usually used for scientific applications and calculations. Go implements complex numbers as the primitive type.
 The specific operations on complex numbers are part of the math/cmplx package.
Create the complex.go file with the following content:
package main
import (
"fmt"
"math/cmplx"
)
func main() {
// complex numbers are
// defined as real and imaginary
// part defined by float64
a := complex(2, 3)
fmt.Printf("Real part: %f \n", real(a))
fmt.Printf("Complex part: %f \n", imag(a))
b := complex(6, 4)
// All common
// operators are useful
c := a  b
fmt.Printf("Difference : %v\n", c)
c = a + b
fmt.Printf("Sum : %v\n", c)
c = a * b
fmt.Printf("Product : %v\n", c)
c = a / b
fmt.Printf("Product : %v\n", c)
conjugate := cmplx.Conj(a)
fmt.Println("Complex number a's conjugate : ", conjugate)
cos := cmplx.Cos(b)
fmt.Println("Cosine of b : ", cos)
}
output:
sangam:golangdaily sangam$ go run complex.go
Real part: 2.000000
Complex part: 3.000000
Difference : (41i)
Sum : (8+7i)
Product : (0+26i)
Product : (0.46153846153846156+0.19230769230769232i)
Complex number a's conjugate : (23i)
Cosine of b : (26.220553750072888+7.625225809442885i)
How it works…

The basic operators are implemented for the primitive type complex. The other operations on complex numbers are provided by the math/cmplx package. In case high precision operations are needed, there is no big implementation.

On the other hand, the complex number could be implemented as real, and the imaginary part expressed by the big.Float type.