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Everest: GPU-Accelerated System For Mining Temporal Motifs

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arxiv 2310.02800 v3 pith:D4JRMYP2 submitted 2023-10-04 cs.SE cs.DC

classification cs.SEcs.DC
keywords everesttemporalminingexecutionperformancesystemgeneratesgraph
verification ladder T0 review T1 audit T2 compute T3 formal
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Temporal motif mining is the task of finding the occurrences of subgraph patterns within a large input temporal graph that obey the specified structural and temporal constraints. Despite its utility in several critical application domains that demand high performance (e.g., detecting fraud in financial transaction graphs), the performance of existing software is limited on commercial hardware platforms, in that it runs for tens of hours. This paper presents Everest - a system that efficiently maps the workload of mining (supports both enumeration and counting) temporal motifs to the highly parallel GPU architecture. In particular, using an input temporal graph and a more expressive user-defined temporal motif query definition compared to prior works, Everest generates an execution plan and runtime primitives that optimize the workload execution by exploiting the high compute throughput of a GPU. Everest generates motif-specific mining code to reduce long-latency memory accesses and frequent thread divergence operations. Everest incorporates novel low-cost runtime mechanisms to enable load balancing to improve GPU hardware utilization. To support large graphs that do not fit on GPU memory, Everest also supports multi-GPU execution by intelligently partitioning the edge list that prevents inter-GPU communication. Everest hides the implementation complexity of presented optimizations away from the targeted system user for better usability. Our evaluation shows that, using proposed optimizations, Everest improves the performance of a baseline GPU implementation by 19x, on average.

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Cited by 1 Pith paper

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  1. Triadic First-Order Logic Queries in Temporal Networks

    cs.DB 2025-07 conditional novelty 7.0 of 10

    FOLTY is the first algorithm for thresholded FOL triadic motif queries on temporal networks, with O(m α log σ_max) running time matching the best temporal triangle counters.

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