(Enter summary)
Abstract: We study the fundamental problem of sorting in a sequential
model of computation and in particular consider
the time-space trade-off (product of time and space) for this
problem.
Beame has shown a lower bound
of
n
2
) for this product
leaving a gap of a logarithmic factor up to the previously
best known upper bound of O(n
2
log n) due to Frederickson.
Since then, no progress has been made towards
tightening this gap.
The main contribution of this paper is a comparison
based sorting... (Update)
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BibTeX entry: (Update)
@inproceedings{ pagter98optimal,
author = "Jakob Pagter and Theis Rauhe",
title = "Optimal Time-Space Trade-Offs for Sorting",
booktitle = "{IEEE} Symposium on Foundations of Computer Science",
pages = "264-268",
year = "1998",
url = "citeseer.ist.psu.edu/359348.html" }
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A Time-Space Tradeoff for Sorting on a General Sequential Mo.. (context) - Borodin, Cook - 1982
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A Time-Space Tradeoff for Sorting on NonOblivious Machines
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Getting Closer to the Barrier (context) - Borodin, Tradeoffs - 1993
14
A Time-Space Tradeoff for Element Distinctness (context) - Borodin, Fich et al. - 1987
12
Near-optimal Time-Space Tradeoff for Element Distinctness (context) - Yao - 1994
10
Models of Computation (context) - Savage - 1998
9
Two Time-Space Tradeoffs for Element Distinctness (context) - Karchmer - 1986
8
A General Sequential Time-Space Tradeoff for Finding Unique .. (context) - Beame - 1991
8
Sorting and Searching Revisited (context) - Andersson - 1996
5
The Time-Space Tradeoff For Sorting With Linear Queries (context) - Yao - 1982
3
Three Applications of Kolmogorov-Complexity (context) - Reisch, Schnitger - 1982
2
Time-Space Tradeoffs for Set Operations
- Patt-Shamir, Peleg - 1993
2
Upper Bounds for Time-Space Tradeoffs in Sorting and Selecti.. (context) - Frederickson - 1987
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