Exploring MPI Collective I/O and File-per-process I/O for Checkpointing a Logical Inference Task
Exploring MPI Collective I/O and File-per-process I/O for Checkpointing a Logical Inference Task
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探索 MPI 集体 I/O 和每进程文件 I/O 以对逻辑推理任务设置检查点
DOI:
10.1109/ipdpsw52791.2021.00153
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发表时间:
2021
期刊:
影响因子:
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通讯作者:
Sidharth Kumar
中科院分区:
文献类型:
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作者:
Ke Fan;Kristopher K. Micinski;Thomas Gilray;Sidharth Kumar
We present a scalable parallel I/O system for a logical-inferencing application built atop a deductive database. Deductive databases can make logical deductions (i.e. conclude additional facts), based on a set of program rules, derived from facts already in the database. Datalog is a language or family of languages commonly used to specify rules and queries for a deductive database. Applications built using Datalog can range from graph mining (such as computing transitive closure or k-cliques) to program analysis (control and data-flow analysis). In our previous papers, we presented the first implementation of a data-parallel Datalog built using MPI. In this paper, we present a parallel I/O system used to checkpoint and restart applications built on top of our Datalog system. State of the art Datalog implementations, such as Soufflé, only support serial I/O, mainly because the implementation itself does not support many-node parallel execution.Computing the transitive closure of a graph is one of the simplest logical-inferencing applications built using Datalog; we use it as a micro-benchmark to demonstrate the efficacy of our parallel I/O system. Internally, we use a nested B-tree data-structure to facilitate fast and efficient in-memory access to relational data. Our I/O system therefore involves two steps, converting the application data-layout (a nested B-tree) to a stream of bytes followed by the actual parallel I/O. We explore two popular I/O techniques POSIX I/O and MPI collective I/O. For extracting performance out of MPI Collective I/O we use adaptive striping, and for POSIX I/O we use file-per-process I/O. We demonstrate the scalability of our system at up to 4,096 processes on the Theta supercomputer at the Argonne National Laboratory.