## A website about algebraic functions and iterated exponential and polynomial systems

This web site is about algebraic functions and iterated systems. The reader is advised to read the indicated background sections in order to better understand the content of each section.

The software used in this web site is Mathematica.

**Algebraic functions:**

- Section 0: Preliminaries
- Section 1: Introduction
- Section 2: An Improved Plotting Method
- Section 3: Applying Laurent's Theorem to Algebraic Functions
- Section 4: Applying the Residue Theorem to Algebraic Functions
- Section 5: Mathematica Code
- Section 6: Puiseux Series (background)
- Section 7: Puiseux Series (examples)
- Section 8: Designing
`doPuiseux` - Section 9: Finite power series (polynomials)
- Section 10: Radius of Convergence of Algebraic Power Series
- Section 11: Riemann Surfaces
- Section 12: Evaluating the Indeterminant Form
- Section 13: Analyzing the Annular Laurent Integrals
- Section 14: Analyzing the Annular Laurent Puiseux Series

**Iterated exponential functions:**

- Section A: Introduction to fixed points of iterated exponentials
- Section B: Computing the branching parameters of iterated exponentials