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README
Connectionset algebra (CSA) library
A library for constructing connection matrices between two collections of elements. Inspired by Mikael Djurfeldt's article from 2012 (Neuroinformatics).
Introduction
Connectionset algebra is a powerful algebra for describing connections between two elements. This library provides a syntax tree for modeling the set operations, as well as a means to transform the operations into adjacency matrices.
Installation
This is a library and not an executable.
Clone the repository, enter it and run stack build
(requires stack).
Connectionset algebra (CSA)
Say that you have two nodes that connect to each other. In a adjacency matrix this can be described as a full connection like so:
1 2
+ ———
1  1 1
2  1 1
In CSA this is simply an AllToAll
connection.
Similarly a OneToOne
connection describes the following adjacency matrix:
1 2
+ ———
1  1 0
2  0 1
And here is the algebra part: If we say AllToAll  OneToOne
we get:
1 2
+ ———
1  0 1
2  1 0
Contact
Jens Egholm [email protected]