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Dive into the research topics where Martin Aumüller is active.

Publication


Featured researches published by Martin Aumüller.


symposium on discrete algorithms | 2017

Parameter-free locality sensitive hashing for spherical range reporting

Thomas D. Ahle; Martin Aumüller; Rasmus Pagh

We present a data structure for *spherical range reporting* on a point set


ACM Transactions on Algorithms | 2016

Optimal Partitioning for Dual-Pivot Quicksort

Martin Aumüller; Martin Dietzfelbinger

S


european symposium on algorithms | 2012

Explicit and efficient hash families suffice for cuckoo hashing with a stash

Martin Aumüller; Martin Dietzfelbinger; Philipp Woelfel

, i.e., reporting all points in


ACM Transactions on Algorithms | 2016

How Good Is Multi-Pivot Quicksort?

Martin Aumüller; Martin Dietzfelbinger; Pascal Klaue

S


european symposium on algorithms | 2009

Experimental Variations of a Theoretically Good Retrieval Data Structure

Martin Aumüller; Martin Dietzfelbinger; Michael Rink

that lie within radius


international colloquium on automata languages and programming | 2013

Optimal partitioning for dual pivot quicksort

Martin Aumüller; Martin Dietzfelbinger

r


Algorithmica | 2014

Explicit and Efficient Hash Families Suffice for Cuckoo Hashing with a Stash

Martin Aumüller; Martin Dietzfelbinger; Philipp Woelfel

of a given query point


arXiv: Combinatorics | 2016

Counting Zeros in Random Walks on the Integers and Analysis of Optimal Dual-Pivot Quicksort

Martin Aumüller; Martin Dietzfelbinger; Clemens Heuberger; Daniel Krenn; Helmut Prodinger

q


international colloquium on automata, languages and programming | 2013

Optimal Partitioning for Dual Pivot Quicksort - (Extended Abstract).

Martin Aumüller; Martin Dietzfelbinger

. Our solution builds upon the Locality-Sensitive Hashing (LSH) framework of Indyk and Motwani, which represents the asymptotically best solutions to near neighbor problems in high dimensions. While traditional LSH data structures have several parameters whose optimal values depend on the distance distribution from


arXiv: Data Structures and Algorithms | 2016

High-dimensional Spherical Range Reporting by Output-Sensitive Multi-Probing LSH.

Thomas Dybdahl Ahle; Martin Aumüller; Rasmus Pagh

q

Collaboration


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Martin Dietzfelbinger

Technische Universität Ilmenau

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Rasmus Pagh

IT University of Copenhagen

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Clemens Heuberger

Alpen-Adria-Universität Klagenfurt

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Daniel Krenn

Graz University of Technology

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Thomas D. Ahle

University of Copenhagen

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Michael Rink

Technische Universität Ilmenau

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Pascal Klaue

Technische Universität Ilmenau

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