ACM Transactions on Algorithms

Papers
(The TQCC of ACM Transactions on Algorithms is 2. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2021-03-01 to 2025-03-01.)
ArticleCitations
Editorial21
Solving Connectivity Problems Parameterized by Treewidth in Single Exponential Time12
A Learned Approach to Design Compressed Rank/Select Data Structures11
Polynomial-time Algorithm for Maximum Weight Independent Set on P 6 -free Graphs9
Smaller Cuts, Higher Lower Bounds9
Exact Distance Oracles for Planar Graphs with Failing Vertices8
Deterministic Leader Election in Anonymous Radio Networks8
Reliable Spanners for Metric Spaces8
Generic Techniques for Building Top- k Structures7
A Generalization of Self-Improving Algorithms6
Approximate Counting of k -Paths: Simpler, Deterministic, and in Polynomial Space6
PTAS for Sparse General-valued CSPs5
Optimal Bound on the Combinatorial Complexity of Approximating Polytopes5
Scalable High-Quality Hypergraph Partitioning5
Counting Homomorphic Cycles in Degenerate Graphs5
A PTAS for Capacitated Vehicle Routing on Trees4
Flow-augmentation II: Undirected Graphs4
True Contraction Decomposition and Almost ETH-Tight Bipartization for Unit-Disk Graphs4
Towards Optimal Moment Estimation in Streaming and Distributed Models4
Collapsing the Tower—On the Complexity of Multistage Stochastic IPs4
Cluster Editing Parameterized above Modification-disjoint P 3 -packings4
On the External Validity of Average-case Analyses of Graph Algorithms4
Competitive Data-Structure Dynamization4
Deterministic Replacement Path Covering3
Algorithms for Weighted Independent Transversals and Strong Colouring3
Better Distance Preservers and Additive Spanners3
Fully Dynamic (Δ +1)-Coloring in O (1) Update Time3
The Fine-Grained Complexity of Graph Homomorphism Parameterized by Clique-Width3
Querying a Matrix through Matrix-Vector Products3
SETH-based Lower Bounds for Subset Sum and Bicriteria Path3
A Simple Algorithm for Optimal Search Trees with Two-way Comparisons3
An Improved Drift Theorem for Balanced Allocations3
A Lower Bound on Cycle-Finding in Sparse Digraphs3
A Linear-Time n 0.4 -Approximation for Longest Common Subsequence3
Improving the Dilation of a Metric Graph by Adding Edges3
Improving the Smoothed Complexity of FLIP for Max Cut Problems3
I/O-Efficient Algorithms for Topological Sort and Related Problems3
A Face Cover Perspective to 1 Embeddings of Planar Graphs3
Navigating in Trees with Permanently Noisy Advice3
Greedy Spanners in Euclidean Spaces Admit Sublinear Separators3
Load Thresholds for Cuckoo Hashing with Overlapping Blocks3
Discrete Fréchet Distance under Translation3
Approximating Geometric Knapsack via L-packings3
Graph Sparsification for Derandomizing Massively Parallel Computation with Low Space3
Sticky Brownian Rounding and its Applications to Constraint Satisfaction Problems2
Monotone Edge Flips to an Orientation of Maximum Edge-Connectivity à la Nash-Williams2
Additive Sparsification of CSPs2
Hitting Topological Minor Models in Planar Graphs is Fixed Parameter Tractable2
Isomorphism Testing for Graphs Excluding Small Topological Subgraphs2
Complexity of High-Dimensional Identity Testing with Coordinate Conditional Sampling2
4 vs 7 Sparse Undirected Unweighted Diameter Is SETH-hard at Time n 4/32
Subcubic Equivalences between Graph Centrality Problems, APSP, and Diameter2
Map Matching Queries on Realistic Input Graphs Under the Fréchet Distance2
Tiling with Squares and Packing Dominos in Polynomial Time2
Generic Non-recursive Suffix Array Construction2
Adaptive Shivers Sort: An Alternative Sorting Algorithm2
Width Helps and Hinders Splitting Flows2
Network Design for s - t Effective Resistance2
Hopcroft’s Problem, Log* Shaving, Two-dimensional Fractional Cascading, and Decision Trees2
Efficient decoding up to a constant fraction of the code length for asymptotically good quantum codes2
Synchronized Planarity with Applications to Constrained Planarity Problems2
Polynomial Integrality Gap of Flow LP for Directed Steiner Tree2
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