We study the problem of constructing a sorting circuit, network, or PRAM algorithm that is tolerant to faults.
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This paper constructs a sorting circuit, network, or PRAM algorithm that is tolerant to faults and focuses on fault patterns that are random, e.g., ...
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This paper constructs a passive-fault-tolerant sorting circuit, network, or PRAM algorithm that is tolerant to faults and uses a new analysis of the AKS ...
We study the problem of constructing a sorting circuit, network, or PRAM algorithm that is tolerant to faults. For the most part, we focus on fault patterns ...
Missing: log² | Show results with:log²
In this paper, we study the problem of constructing a sorting circuit, network, or PRAM algorithm that is tolerant to faults.
Missing: log² | Show results with:log²
We study the problem of constructing a sorting cir- cuit, network, or PRAM algorithm that is tolerant to faults. For the most part, we focus on fault ...
Missing: log² | Show results with:log²
Aug 23, 2011 · The nlog(n) barrier applies only when the range of the sorted list can be arbitrarily large (otherwise radix sort would be O(n)).
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The goal is to store a dynamically-changing set of n items in an array of m slots, while maintaining the invariant that the items appear in sorted order, and ...
Missing: log² Faults.
A long standing open question about LLAs-whether randomized LLA algorithms can perform better than deterministic was resolved in a recent breakthrough.
Abstract. It is well-known that non-comparison-based techniques can allow us to sort n elements in o(n log n) time on a Random-Access Machine (RAM).
Missing: log² Faults.