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20152022
most citedQuadratic Conditional Lower Bounds for String Problems and Dynamic Time Warping

28 citations · 33 across the 10 of their papers we have counts for

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cs.CG2022

Unlabeled Multi-Robot Motion Planning with Tighter Separation Bounds

Bahareh Banyassady, Mark de Berg, Karl Bringmann +6

We consider the unlabeled motion-planning problem of unit-disc robots moving in a simple polygonal workspace of edges. The goal is to find a motion plan that moves the robo…

cs.CG2022

Dynamic Time Warping Under Translation: Approximation Guided by Space-Filling Curves

Karl Bringmann, Sándor Kisfaludi-Bak, Marvin Künnemann +2

The Dynamic Time Warping (DTW) distance is a popular measure of similarity for a variety of sequence data. For comparing polygonal curves in , it provides a ro…

cs.CG2022

Towards Sub-Quadratic Diameter Computation in Geometric Intersection Graphs

Karl Bringmann, Sándor Kisfaludi-Bak, Marvin Künnemann +2

We initiate the study of diameter computation in geometric intersection graphs from the fine-grained complexity perspective. A geometric intersection graph is a graph whose vertice…

cs.CG20211 cited

Fine-Grained Complexity Theory: Conditional Lower Bounds for Computational Geometry

Karl Bringmann

Fine-grained complexity theory is the area of theoretical computer science that proves conditional lower bounds based on the Strong Exponential Time Hypothesis and similar conjectu…

cs.CG2021

Tight Bounds for Approximate Near Neighbor Searching for Time Series under the Fréchet Distance

Karl Bringmann, Anne Driemel, André Nusser +1

We study the -approximate near neighbor problem under the continuous Fréchet distance: Given a set of polygonal curves with vertices, a radius , and a parameter $k…

cs.CG20201 cited

When Lipschitz Walks Your Dog: Algorithm Engineering of the Discrete Fréchet Distance under Translation

Karl Bringmann, Marvin Künnemann, André Nusser

Consider the natural question of how to measure the similarity of curves in the plane by a quantity that is invariant under translations of the curves. Such a measure is justified…