Can I read Complex Exponential and Logarithmic Functions on EtoBox?

Complex Exponential and Logarithmic Functions by Jonathan Gabriel Catari Alanoca is a document available to read on EtoBox.

What is Complex Exponential and Logarithmic Functions about?

The document defines and explains properties of exponential, logarithmic, and complex exponent functions of complex variables. It shows that: 1) The exponential function f(z) = ez maps horizontal lines to rays from the origin and vertical lines to circles centered at the origin. 2) The logarithm function log(z) is multiple-valued while the principal value Log(z) is single-valued, defined as the logarithm of the absolute value of z plus the argument of z. 3) A complex exponent zc is defined as eclog(z)

Author

Jonathan Gabriel Catari Alanoca

Language

EN