Computer Science – Data Structures and Algorithms
Scientific paper
2009-12-04
Computer Science
Data Structures and Algorithms
Section on recent work added, sketching how to improve bounds and support random access
Scientific paper
We show that, given a string $s$ of length $n$, with constant memory and logarithmic passes over a constant number of streams we can build a context-free grammar that generates $s$ and only $s$ and whose size is within an $\Oh{\min (g \log g, \sqrt{n \log g})}$-factor of the minimum $g$. This stands in contrast to our previous result that, with polylogarithmic memory and polylogarithmic passes over a single stream, we cannot build such a grammar whose size is within any polynomial of $g$.
Gagie Travis
Gawrychowski Pawel
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