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Autori principali: Wrench, Evan, Singh, Ajay, Roh, Younghun, Fatourou, Panagiota, Jayanti, Siddhartha, Ruppert, Eric, Wei, Yuanhao
Natura: Preprint
Pubblicazione: 2026
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Accesso online:https://arxiv.org/abs/2601.05225
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author Wrench, Evan
Singh, Ajay
Roh, Younghun
Fatourou, Panagiota
Jayanti, Siddhartha
Ruppert, Eric
Wei, Yuanhao
author_facet Wrench, Evan
Singh, Ajay
Roh, Younghun
Fatourou, Panagiota
Jayanti, Siddhartha
Ruppert, Eric
Wei, Yuanhao
contents Augmentation makes search trees tremendously more versatile, allowing them to support efficient aggregation queries, order-statistic queries, and range queries in addition to insertion, deletion, and lookup. In this paper, we present the first lock-free augmented balanced search tree supporting generic augmentation functions. Our algorithmic ideas build upon a recent augmented unbalanced search tree presented by Fatourou and Ruppert [DISC, 2024]. We implement both data structures, solving some memory reclamation challenges in the process, and provide an experimental performance analysis of them. We also present optimized versions of our balanced tree that use delegation to achieve better scalability and performance (by more than 2x in most workloads). Our experiments show that our augmented balanced tree completes updates 2.2 to 30 times faster than the unbalanced augmented tree, and outperforms unaugmented trees by up to several orders of magnitude on 120 threads.
format Preprint
id arxiv_https___arxiv_org_abs_2601_05225
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Concurrent Balanced Augmented Trees
Wrench, Evan
Singh, Ajay
Roh, Younghun
Fatourou, Panagiota
Jayanti, Siddhartha
Ruppert, Eric
Wei, Yuanhao
Data Structures and Algorithms
Augmentation makes search trees tremendously more versatile, allowing them to support efficient aggregation queries, order-statistic queries, and range queries in addition to insertion, deletion, and lookup. In this paper, we present the first lock-free augmented balanced search tree supporting generic augmentation functions. Our algorithmic ideas build upon a recent augmented unbalanced search tree presented by Fatourou and Ruppert [DISC, 2024]. We implement both data structures, solving some memory reclamation challenges in the process, and provide an experimental performance analysis of them. We also present optimized versions of our balanced tree that use delegation to achieve better scalability and performance (by more than 2x in most workloads). Our experiments show that our augmented balanced tree completes updates 2.2 to 30 times faster than the unbalanced augmented tree, and outperforms unaugmented trees by up to several orders of magnitude on 120 threads.
title Concurrent Balanced Augmented Trees
topic Data Structures and Algorithms
url https://arxiv.org/abs/2601.05225