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20122017
most citedFinding Even Cycles Faster via Capped k-Walks

2 citations · 6 across the 9 of their papers we have counts for

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cs.DS2017★ 1 cited

Constructing Light Spanners Deterministically in Near-Linear Time

Stephen Alstrup, Søren Dahlgaard, Arnold Filtser +2

Graph spanners are well-studied and widely used both in theory and practice. In a recent breakthrough, Chechik and Wulff-Nilsen [CW18] improved the state-of-the-art for light spann…

cs.DS2017

New Subquadratic Approximation Algorithms for the Girth

Søren Dahlgaard, Mathias Bæk Tejs Knudsen, Morten Stöckel

We consider the problem of approximating the girth, , of an unweighted and undirected graph with nodes and edges. A seminal result of Itai and Rodeh [SICOMP'78…

cs.DS2017★ 2 cited

Finding Even Cycles Faster via Capped k-Walks

Søren Dahlgaard, Mathias Bæk Tejs Knudsen, Morten Stöckel

In this paper, we consider the problem of finding a cycle of length (a ) in an undirected graph with nodes and edges for constant . A classic result…

cs.DS2016★ 1 cited

Near-Optimal Induced Universal Graphs for Bounded Degree Graphs

Mikkel Abrahamsen, Stephen Alstrup, Jacob Holm +2

A graph is an induced universal graph for a family of graphs if every graph in is a vertex-induced subgraph of . For the family of all undirected graphs on verti…

cs.DS2015★ 1 cited

I/O-Efficient Similarity Join

Rasmus Pagh, Ninh Pham, Francesco Silvestri +1

We present an I/O-efficient algorithm for computing similarity joins based on locality-sensitive hashing (LSH). In contrast to the filtering methods commonly suggested our method h…

cs.DS2015

Quicksort, Largest Bucket, and Min-Wise Hashing with Limited Independence

Mathias Bæk Tejs Knudsen, Morten Stöckel

Randomized algorithms and data structures are often analyzed under the assumption of access to a perfect source of randomness. The most fundamental metric used to measure how "rand…

cs.DS2014

The Input/Output Complexity of Sparse Matrix Multiplication

Rasmus Pagh, Morten Stöckel

We consider the problem of multiplying sparse matrices (over a semiring) where the number of non-zero entries is larger than main memory. In the classical paper of Hong and Kung (S…