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Showing below up to 100 results in range #1 to #100.
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- $(\min, \leq)$ Product
- $O(n\log n)$ Dynamic Programming (Weighted Activity Selection Problem Interval Scheduling)
- $O(n^2)$ Dynamic Programming (Weighted Activity Selection Problem Interval Scheduling)
- $O(n^3)$ Dynamic Programming (Weighted Activity Selection Problem Interval Scheduling)
- $\delta$-Triangle Conjecture
- (3-Dimensional, i.e. project onto a 2D plane)
- (5/3)-approximate ap-shortest paths
- (Boolean Matrix Multiplication (Combinatorial) Matrix Product)
- ( Negative Triangle)
- (many more...) (2-dimensional Convex Hull, Dynamic Convex Hull)
- 0-1 Linear Programming
- 1-in-3SAT
- 1-sensitive (3/2)-approximate ss-shortest paths
- 1-sensitive (4/3)-approximate decremental diameter
- 1-sensitive (4/3)-approximate decremental eccentricity
- 1-sensitive decremental diameter
- 1-sensitive decremental st-shortest paths
- 1-sensitive incremental ss-reach
- 1D Maximum Subarray
- 2-Dimensional Poisson Problem
- 2-Graph Coloring
- 2-Player
- 2-dimensional Convex Hull
- 2-dimensional Convex Hull, Dynamic
- 2-dimensional Convex Hull, Online
- 2-dimensional array representation
- 2-dimensional space, $l m$ (or $l \infty$) norm
- 2-dimensional space, Euclidean metric
- 2-sensitive (7/5)-approximate st-shortest paths
- 2-sensitive decremental st-shortest paths
- 2-sensitive incremental st-reach
- 2D Maximum Subarray
- 2SAT
- 2 Strong Components (dynamic)
- 3-Dimensional Poisson Problem
- 3-Graph Coloring
- 3-OV
- 3-dimensional Convex Hull
- 3D Motion Planning
- 3SAT
- 3SAT-5
- 3SUM
- 3SUM'
- 3SUM Hypothesis (3-SUM Hypothesis)
- 3 - Graph Coloring
- 3 Points on Line
- 4-Graph Coloring
- 4NF Decomposition
- 4NF Decomposition for Conflict-Free Dependency Sets
- 4NF Decomposition for Functional and Multivalued Dependency Sets
- 4NF decomposition
- 4SAT
- 4 - Graph Coloring
- 5-Graph Coloring
- 5-point ADI iteration (2-Dimensional Poisson Problem Poisson Problem)
- 5-point ADI iteration (3-Dimensional Poisson Problem Poisson Problem)
- 5-point FFT (2-Dimensional Poisson Problem Poisson Problem)
- 5-point FFT (3-Dimensional Poisson Problem Poisson Problem)
- 5-point Gauss Seidel iteration (2-Dimensional Poisson Problem Poisson Problem)
- 5-point Gauss Seidel iteration (3-Dimensional Poisson Problem Poisson Problem)
- 5-point Gauss elimination (2-Dimensional Poisson Problem Poisson Problem)
- 5-point Gauss elimination (3-Dimensional Poisson Problem Poisson Problem)
- 5-point SOR iteration (2-Dimensional Poisson Problem Poisson Problem)
- 5-point SOR iteration (3-Dimensional Poisson Problem Poisson Problem)
- 5-point cyclic reduction (2-Dimensional Poisson Problem Poisson Problem)
- 5-point cyclic reduction (3-Dimensional Poisson Problem Poisson Problem)
- 5-point star Cramer's rule (2-Dimensional Poisson Problem Poisson Problem)
- 5-point star Cramer's rule (3-Dimensional Poisson Problem Poisson Problem)
- 9-point ADI iteration (2-Dimensional Poisson Problem Poisson Problem)
- 9-point ADI iteration (3-Dimensional Poisson Problem Poisson Problem)
- 9-point ADI iteration + smooth guess (2-Dimensional Poisson Problem Poisson Problem)
- 9-point ADI iteration + smooth guess (3-Dimensional Poisson Problem Poisson Problem)
- 9-point FFT (2-Dimensional Poisson Problem Poisson Problem)
- 9-point FFT (3-Dimensional Poisson Problem Poisson Problem)
- 9-point SOR iteration (2-Dimensional Poisson Problem Poisson Problem)
- 9-point SOR iteration (3-Dimensional Poisson Problem Poisson Problem)
- 9-point Tensor product (2-Dimensional Poisson Problem Poisson Problem)
- 9-point Tensor product (3-Dimensional Poisson Problem Poisson Problem)
- A* Algorithm
- A* Algorithm (Informed Search Informed Search)
- A* Informed Search
- A-Priori algorithm (Finding Frequent Itemsets Finding Frequent Itemsets)
- A. Baumberg. 2000 (Blob Detection Feature Detection)
- A. Chalmers; T. Davis; and E. Reinhard 2002 ( Ray Tracing)
- ADI Iteration
- APSP
- APSP algorithm (3-Clique Min-Weight k-Clique Problem)
- APSP on Dense Directed Graphs with Arbitrary Weights
- APSP on Dense Directed Unweighted Graphs
- APSP on Dense Undirected Graphs with Arbitrary Weights
- APSP on Dense Undirected Graphs with Positive Integer Weights
- APSP on Dense Undirected Unweighted Graphs
- APSP on Geometrically Weighted Graphs
- APSP on Sparse Directed Graphs with Arbitrary Weights
- APSP on Sparse Directed Unweighted Graphs
- APSP on Sparse Undirected Graphs with Arbitrary Weights
- APSP on Sparse Undirected Graphs with Positive Integer Weights
- APSP on Sparse Undirected Unweighted Graphs
- ARIES (Steal, No-Force Recovery)
- ASP (Clock Synchronization in Distributed Systems Clock Synchronization in Distributed Systems)