Haskell on Jupyter

HaskellToSpreadsheet

Haskell on Jupyter

Recently, I have found myself leading a Haskell programming meet-up in Santa Fe, New Mexico. We meet downtown at HQ (on Water Street), Mondays around 6pm. This meet-up has been a great opportunity to actually learn to program Haskell well. In an effort to archive our work as a group, I am publishing meet-up notes here.

Haskell Test Framework.

Having a reliable test framework is an amazing thing. Here is a brief collection of notes describing some of the features and organizational structure of the Haskell Test Framework​ (HTF). Most of the examples are designed for my recent work developing a ray tracing algorithm.

Listable.

Here we write some methods for treating Integers as lists in the sense that
we can define notions of take, drop, (:), (++), and unit on Integers. From these we derive further functionality, namely: length, reverse, head, tail, and (!!). Since clearly both Integers and Lists are both instances of the same functionality, we define a class Listable handling both.

Sortable.

Now that there is a Listable class, we extend Listable things to be Sortable things. Put another way, given (Ord a, Listable a) => a we define a class whose instances can be sorted via sort and shuffled via shuffle. The sort is a quick-sort and the shuffle is a key-shuffle.

Vector.

Vector is a module designed to facilitate mathematical vector operations in the hermitian-style. For simplicity, I model only 3 dimensional vectors but allow the underlying fields to be arbitrary. Complex and Double serve as example fields throughout.

Abelian Actions on a Zipper.

The goal here is to write an Action class which depends on an Abelian data type
and acts on a Zipper type. Composition of left Abelian actions Ab x G -> G and
evaluation are then given in the instance declaration for Action (Zipper v).

Havel Hakimi Graphs.

The Swiss-McMahon tournament can be seen as a special case of the Erdős–Gallai theorem and as such, the Havel-Hakimi algorithm can be used to produce graphic tournaments. This module is designed to facilitate the production of these graphs.

 

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