Publication | Closed Access
Clustered Integer 3SUM via Additive Combinatorics
107
Citations
17
References
2015
Year
Unknown Venue
Mathematical ProgrammingCluster ComputingClustered Integer 3SumEngineeringCombinatory AnalysisSubquadratic AlgorithmMonotone SetsComputational ComplexityEnumerative CombinatoricsComputer ScienceHistogram IndexingDiscrete MathematicsCombinatorial OptimizationCombinatorial MethodInteger Programming
We present a collection of new results on problems related to 3SUM, including: The first truly subquadratic algorithm for computing the (min,+) convolution for monotone increasing sequences with integer values bounded by O(n), solving 3SUM for monotone sets in 2D with integer coordinates bounded by O(n), and preprocessing a binary string for histogram indexing (also called jumbled indexing).
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