Searching for "Lower Bounds for Algebraic Decision Trees." – sorted by Relevance.
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A Lower Bound on the Size of Algebraic Decision Trees for the MAX Problem
- A Lower Bound on the Size of Algebraic Decision Trees for the MAX Problem Dima Grigoriev Marek
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Lower Bounds on Complexity of Testing Membership to a Polygon for Algebraic and Randomized Decision
- for proving lower bounds for algebraic decision trees. We prove, for the first time, that the minimum depth
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Distribution-sensitive set multipartitioning
- -partitioning problem and a matching lower bound in the algebraic decision-tree model. One of the two algorithms can
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An Optimal Algorithm for Closest Pair Maintenance
- is optimal up to constant factor because \Omega\Gammaaus n) is a lower bound, in algebraic decision-tree
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Randomization and the Computational Power of Analytic and Algebraic Decision Trees
- The problem of obtaining complexity lower bounds on algebraic decision trees has a long history (a recent
- Cited by 7 (5 self) – Add To MetaCart
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Randomization and the Computational Power of Analytic and Algebraic Decision Trees
- The problem of obtaining complexity lower bounds on algebraic decision trees has a long history (a recent
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Lower Bounds for Computing Statistical Depth
- the question of Set Equality, which has an n log n) lower bound in the algebraic decision tree model
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Lower Bounds for Computing Statistical Depth
- the question of Set Equality, which has an n log n) lower bound in the algebraic decision tree model
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Lower Bounds
- Lower bounds for algebraic decision tree algorithms In this section, we strengthen the lower bounds
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An Optimal Parallel Algorithm for the All-Nearest-Foreign-Neighbors Problem in Arbitrary Dimensions
- lower bound in the algebraic decision tree model of computation ([2, 14]) for the time complexity
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