A couple of weeks ago I started this project. The idea was to program
the Fibonacci function in as many languages as possible
and explore various concepts of
programming. I chose Fibonacci as my subject for this exploration as
it is a good function that is is simple to understand yet complicated
enough to show different programming techniques (unlike the *hello world*
example one usually goes for).

To follow the progress there are a couple of options: Either subscribe to my Twitter profile or sign up to my newsletter below. I promise only to send mails relevant to this project, and never too many. Maximally bi-weekly.

# Idea

The idea behind this project is manifold:

- Explore various styles of programming.
- Take small concepts and elaborate on these using a simple and well-elaborated base.
- Look at many languages.

But first of all, it is intended to just be a little side project for me too explore the world of communication.

# Languages

This is the list on my current progress and a little elaboration on the concept showcased.

- Haskell:
This post introduces
**direct recursion**and**accumulated recursion**in Haskell. - C:
C as an imperative language is introduced, and Fibonacci was implemented
in an
**iterative style**. - Java:
The Fibonacci function is implemented by means of
**dynamic programming**. - Scala:
Scala is the language,
**Continuation Passing style**is the concept. - Prolog: Fibonacci is here implemented in logic programming. Furthermore, we use ADTs to derive the argument to the function.
- Spreadsheet: The key idea is to abstract the concept of programming to include more than written text.
- JavaScript:
Introducing the concept of
**events**in JavaScript. This is a base for the concepts of streams, signals, etc. which will be introduced later on. - Coq:
The introduction of
**theorem proving**using a programming language. - R: Using R to plot the relationship between and .
- Haskell Types:
Implementing the Fibonacci function using
**dependent programming**in Haskell. - Python:
Focusing on the relationship between
**list comprehensions**and**set definitions**in mathematics. - Fixed Point: Introducing the theoretical concept of fixed points.

From here it is just following along. This project will stay current quite some time while we explore the idiosyncrasies of programming languages.