Corpus ID: 211082714

Uniform Linked Lists Contraction

@article{Han2020UniformLL,
title={Uniform Linked Lists Contraction},
author={Yijie Han},
journal={ArXiv},
year={2020},
volume={abs/2002.05034}
}
• Yijie Han
• Published in ArXiv 2020
• Computer Science, Mathematics
• We present a parallel algorithm (EREW PRAM algorithm) for linked lists contraction. We show that when we contract a linked list from size $n$ to size $n/c$ for a suitable constant $c$ we can pack the linked list into an array of size $n/d$ for a constant $1 < d\leq c$ in the time of 3 coloring the list. Thus for a set of linked lists with a total of $n$ elements and the longest list has $l$ elements our algorithm contracts them in $O(n\log i/p+(\log^{(i)}n+\log i )\log \log l+ \log l)$ time… CONTINUE READING

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