Computer Programs
Below are links to some computational programs written by people at columbia.
Odd code. Some Python code useful for working in the algebra of odd symmetric functions, written by Alexander Ellis.
HFK. A program to compute Heegaard Floer knot homology by John Baldwin and Danny Gillam (PhD's '08).
Calculator for knot Floer homology of (p,pn+1)-cables of thin knots (plain text, Mathematica notebook, 373K bytes) by Ina Petkova. Also see her associated article Cables of thin knots and bordered Heegaard Floer homology.
dCalc. (compressed file dCalc.tar.gz, 14K bytes) A program to compute Heegaard Floer homology d invariants of \pm1 surgeries on knots written by Thomas Peters (PhD '10).
a-infinity.nb. (plain text, Mathematica notebook, 412K bytes) A mathematica package for performing computations of bordered Floer homology with torus boundary. Written by Adam Levine (PhD '10).
Homology.sage. (plain text, sage worksheet, 4.72K bytes) A sage worksheet for computations with Z/2 chain complexes. Written by Jin Woo Jang, Rachel Vishnepolsky, and Xuran Wang, during the summer 2009 REU.
FukayaAlg.sage. (plain text, sage worksheet, 11.24K bytes) A sage worksheet for computing the Hochschild homology of an undirected Fukaya algebra. Written by Jin Woo Jang, Rachel Vishnepolsky, and Xuran Wang, during the summer 2009 REU.