Archives for Complex Variables
Complex Transformations – The Complex Logarithmic Function
The real logarithmic function has two interesting properties: The Flattening property: $ \ln(bc) = \ln b + \ln c $ – a product is flattened into a sum The Linearizing…
The complex exponential
The complex exponential - e^z reduces to Euler's identity if z= iota y is purely imaginary. e ^ z = e ^ iota y = cos y + iota sin…