ReadMe summary

Author: GoToLoop

README.md

@@ -35,3 +35,79 @@ global static default value.
 
 - [Complex on GitHub](https://GitHub.com/GoToLoop/Complex)
 - [Documentation](https://GoToLoop.GitHub.io/Complex)
+
+# Complex
+## Summary
+The code defines a class called `Complex` that represents complex numbers.
+It provides various mathematical operations and utility methods
+for working with complex numbers.
+
+## Example Usage
+```javascript
+// Create a complex number
+const z = new Complex(2, 3);
+
+// Perform mathematical operations
+const sum = z.add(new Complex(1, 1));
+const product = z.mult(2);
+const abs = z.abs();
+
+// Print the complex number
+console.log(z.toString());
+```
+
+## Code Analysis
+### Main functionalities
+- Represents complex numbers with real and imaginary parts
+- Provides mathematical operations such as addition, subtraction,
+  multiplication, division, exponentiation, etc.
+- Supports trigonometric and hyperbolic functions for complex numbers
+- Allows conversion between polar and rectangular coordinates
+- Provides methods for comparing complex numbers and finding roots
+___
+### Methods
+- `abs()`: Calculates the absolute value (modulus) of the complex number
+- `add(n)`: Adds another complex number or a real number to the complex number
+- `acos()`: Calculates the inverse cosine of the complex number
+- `arg()`: Calculates the argument (phase) of the complex number in radians
+- `asin()`: Calculates the inverse sine of the complex number
+- `atan()`: Calculates the inverse tangent of the complex number
+- `cbrt()`: Calculates the cube root of the complex number
+- `clone()`: Creates a copy of the complex number
+- `conj()`: Calculates the conjugate of the complex number
+- `cos()`: Calculates the cosine of the complex number
+- `cosec()`: Calculates the cosecant of the complex number
+- `cosech()`: Calculates the hyperbolic cosecant of the complex number
+- `cosh()`: Calculates the hyperbolic cosine of the complex number
+- `cot()`: Calculates the cotangent of the complex number
+- `coth()`: Calculates the hyperbolic cotangent of the complex number
+- `cubed()`: Calculates the cube of the complex number
+- `div(n)`: Divides the complex number by another complex number or a scalar
+- `equals(z, epsilon)`: Checks if the complex number is equal to another
+  complex number within a given tolerance
+- `exp()`: Calculates the exponential of the complex number
+- `hashCode(hash)`: Generates a hashcode for the complex number
+- `isReal(epsilon)`: Checks if complex number is real within a given tolerance
+- `isZero(epsilon)`: Checks if complex number is zero within a given tolerance
+- `log()`: Calculates the natural logarithm of the complex number
+- `mult(n)`: Multiplies the complex number by another complex number or a scalar
+- `negate()`: Returns the negation of the complex number
+- `norm()`: Returns the normalization of the complex number
+- `pow(n)`: Returns the complex number raised to a given exponent
+- `roots(n)`: Returns the nth roots of the complex number
+- `sin()`: Calculates the sine of the complex number
+- `sinh()`: Calculates the hyperbolic sine of the complex number
+- `squared()`: Returns the square of the complex number
+- `sqrt()`: Returns the square root of the complex number
+- `sub(n)`: Subtracts another complex number or real number from complex number
+- `tan()`: Returns the tangent of the complex number
+- `tanh()`: Returns the hyperbolic tangent of the complex number
+- `print(precision)`: Prints the complex number to the console
+- `$(precision, $)`: Returns a string representation of the complex number
+___
+### Fields
+- `real`: The real part of the complex number
+- `imag`: The imaginary part of the complex number
+- `#hashCode`: The cached hashcode for the complex number
+- `#$`: The cached string representation for the complex number
+___