Chengying Huan;Yongchao Liu;Heng Zhang;Hang Liu;Shiyang Chen;Shuaiwen Leon Song;Yanjun Wu
{"title":"TeGraph+:实现灵活边缘修改的可扩展时态图处理技术","authors":"Chengying Huan;Yongchao Liu;Heng Zhang;Hang Liu;Shiyang Chen;Shuaiwen Leon Song;Yanjun Wu","doi":"10.1109/TPDS.2024.3393914","DOIUrl":null,"url":null,"abstract":"Temporal graphs are widely used for time-critical applications, which enable the extraction of graph structural information with temporal features but cannot be efficiently supported by static graph computing systems. However, the current state-of-the-art solutions for temporal graph problems are not only ad-hoc and suboptimal, but they also exhibit poor scalability, particularly in terms of their inability to scale to evolving graphs with flexible edge modifications (including insertions and deletions) and diverse execution environments. In this article, we present two key observations. First, temporal path problems can be characterized as \n<i>topological-optimum</i>\n problems, which can be efficiently resolved using a universal single-scan execution model. Second, data redundancy in transformed temporal graphs can be mitigated by merging superfluous vertices. Building upon these fundamental insights, we propose TeGraph+, a versatile temporal graph computing engine that makes the following contributions: (1) a unified optimization strategy and execution model for temporal graph problems; (2) a novel graph transformation model with graph redundancy reduction strategy; (3) a spanning tree decomposition (STD) based distributed execution model which uses an efficient transformed graph decomposition strategy to partition the transformed graph into different spanning trees for distributed execution; (4) an efficient mixed imperative and lazy graph update strategy that offers support for evolving graphs with flexible edge modifications; (5) a general system framework with user-friendly APIs and the support of various execution environments, including in-memory, out-of-core, and distributed execution environments. Our extensive evaluation reveals that TeGraph+ can achieve up to \n<inline-formula><tex-math>$241\\times$</tex-math></inline-formula>\n speedups over the state-of-the-art counterparts.","PeriodicalId":13257,"journal":{"name":"IEEE Transactions on Parallel and Distributed Systems","volume":"35 8","pages":"1469-1487"},"PeriodicalIF":5.6000,"publicationDate":"2024-04-26","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"TeGraph+: Scalable Temporal Graph Processing Enabling Flexible Edge Modifications\",\"authors\":\"Chengying Huan;Yongchao Liu;Heng Zhang;Hang Liu;Shiyang Chen;Shuaiwen Leon Song;Yanjun Wu\",\"doi\":\"10.1109/TPDS.2024.3393914\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"Temporal graphs are widely used for time-critical applications, which enable the extraction of graph structural information with temporal features but cannot be efficiently supported by static graph computing systems. However, the current state-of-the-art solutions for temporal graph problems are not only ad-hoc and suboptimal, but they also exhibit poor scalability, particularly in terms of their inability to scale to evolving graphs with flexible edge modifications (including insertions and deletions) and diverse execution environments. In this article, we present two key observations. First, temporal path problems can be characterized as \\n<i>topological-optimum</i>\\n problems, which can be efficiently resolved using a universal single-scan execution model. Second, data redundancy in transformed temporal graphs can be mitigated by merging superfluous vertices. Building upon these fundamental insights, we propose TeGraph+, a versatile temporal graph computing engine that makes the following contributions: (1) a unified optimization strategy and execution model for temporal graph problems; (2) a novel graph transformation model with graph redundancy reduction strategy; (3) a spanning tree decomposition (STD) based distributed execution model which uses an efficient transformed graph decomposition strategy to partition the transformed graph into different spanning trees for distributed execution; (4) an efficient mixed imperative and lazy graph update strategy that offers support for evolving graphs with flexible edge modifications; (5) a general system framework with user-friendly APIs and the support of various execution environments, including in-memory, out-of-core, and distributed execution environments. 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Temporal graphs are widely used for time-critical applications, which enable the extraction of graph structural information with temporal features but cannot be efficiently supported by static graph computing systems. However, the current state-of-the-art solutions for temporal graph problems are not only ad-hoc and suboptimal, but they also exhibit poor scalability, particularly in terms of their inability to scale to evolving graphs with flexible edge modifications (including insertions and deletions) and diverse execution environments. In this article, we present two key observations. First, temporal path problems can be characterized as
topological-optimum
problems, which can be efficiently resolved using a universal single-scan execution model. Second, data redundancy in transformed temporal graphs can be mitigated by merging superfluous vertices. Building upon these fundamental insights, we propose TeGraph+, a versatile temporal graph computing engine that makes the following contributions: (1) a unified optimization strategy and execution model for temporal graph problems; (2) a novel graph transformation model with graph redundancy reduction strategy; (3) a spanning tree decomposition (STD) based distributed execution model which uses an efficient transformed graph decomposition strategy to partition the transformed graph into different spanning trees for distributed execution; (4) an efficient mixed imperative and lazy graph update strategy that offers support for evolving graphs with flexible edge modifications; (5) a general system framework with user-friendly APIs and the support of various execution environments, including in-memory, out-of-core, and distributed execution environments. Our extensive evaluation reveals that TeGraph+ can achieve up to
$241\times$
speedups over the state-of-the-art counterparts.
期刊介绍:
IEEE Transactions on Parallel and Distributed Systems (TPDS) is published monthly. It publishes a range of papers, comments on previously published papers, and survey articles that deal with the parallel and distributed systems research areas of current importance to our readers. Particular areas of interest include, but are not limited to:
a) Parallel and distributed algorithms, focusing on topics such as: models of computation; numerical, combinatorial, and data-intensive parallel algorithms, scalability of algorithms and data structures for parallel and distributed systems, communication and synchronization protocols, network algorithms, scheduling, and load balancing.
b) Applications of parallel and distributed computing, including computational and data-enabled science and engineering, big data applications, parallel crowd sourcing, large-scale social network analysis, management of big data, cloud and grid computing, scientific and biomedical applications, mobile computing, and cyber-physical systems.
c) Parallel and distributed architectures, including architectures for instruction-level and thread-level parallelism; design, analysis, implementation, fault resilience and performance measurements of multiple-processor systems; multicore processors, heterogeneous many-core systems; petascale and exascale systems designs; novel big data architectures; special purpose architectures, including graphics processors, signal processors, network processors, media accelerators, and other special purpose processors and accelerators; impact of technology on architecture; network and interconnect architectures; parallel I/O and storage systems; architecture of the memory hierarchy; power-efficient and green computing architectures; dependable architectures; and performance modeling and evaluation.
d) Parallel and distributed software, including parallel and multicore programming languages and compilers, runtime systems, operating systems, Internet computing and web services, resource management including green computing, middleware for grids, clouds, and data centers, libraries, performance modeling and evaluation, parallel programming paradigms, and programming environments and tools.