Local editing in Lempel-Ziv compressed data

Abstract

This thesis explores the problem of editing data while compressed by a variant of Lempel-Ziv compression. We show that the random-access properties of the LZ-End compression allow random edits, and present the first algorithm to achieve this. The thesis goes on to adapt the LZ-End parsing so that the random access properties become local access, which has tighter memory bounds. Furthermore, the new parsing allows a much improved algorithm to edit the compressed data.