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Fast Synchronization-Free Algorithms for Parallel Sparse Triangular Solves with Multiple Right-Hand Sides (SpTRSM)

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Benchmark_SpTRSM_using_CSC

Fast Synchronization-Free Algorithms for Parallel Sparse Triangular Solves with Multiple Right-Hand Sides (SpTRSM)


Introduction

This is the source code of a paper entitled "Fast Synchronization-Free Algorithms for Parallel Sparse Triangular Solves with Multiple Right-Hand Sides", Concurrency and Computation: Practice and Experience, 2017, by Weifeng Liu, Ang Li, Jonathan D. Hogg, Iain S. Duff, and Brian Vinter. [PDF] [DOI].

The code supports both forward and backward substitution and multiple right-hand sides.

Please contact Weifeng Liu for reporting any issues in the code.

Update (14 Feb. 2020, cuda): A problem about deadlock on CUDA 10 has been fixed.

Update (13 Feb. 2017, cuda): A problem about caching has been fixed for Tesla P100. Thanks to Hartwig Anzt for identifying the probem and Ang Li for fixing it!



nVidia GPU (CUDA) version

  • Execution
  1. Set CUDA path in the Makefile,
  2. Run make,
  3. Run ./sptrsv -d 0 -rhs 2 -forward -mtx example.mtx. Here changable parameters 0 and 2 refer to device id and the number of right-hand sides, respectively. When -rhs is set to 1, the operation is SpTRSV, otherwise SpTRSM. The -forward (for solving lower triangular part of the input .mtx matrix) can be replaced by -backward (for solving its upper triangular part).
  • Tested environments
  1. nVidia GeForce Titan X (Pascal) GPU in a host with CUDA v8.0 and CentOS 7.2 64-bit Linux installed.
  2. nVidia GeForce GTX 1080 GPU in a host with CUDA v8.0 and CentOS 7.2 64-bit Linux installed.
  3. nVidia Geforce GT 650m GPU in a host with CUDA v7.5 and Mac OS X 10.9.2 installed.
  • Data type
  1. The code supports both double precision and single precision SpTRSV and SpTRSM. Use make VALUE_TYPE=double for double precision or make VALUE_TYPE=float for single precision. (Note that for CUDA devices older than Pascal and CUDA SDKs older v8.0, lines 16-31 of file utils.h should be uncommented for double precision support.)



AMD GPU (OpenCL 2.0) version

  • Execution
  1. Set OpenCL path in the Makefile,
  2. Run make,
  3. Run ./sptrsv -d 0 -rhs 2 -forward -mtx example.mtx. Here changable parameters 0 and 2 refer to device id and the number of right-hand sides, respectively. When -rhs is set to 1, the operation is SpTRSV, otherwise SpTRSM. The -forward (for solving lower triangular part of the input .mtx matrix) can be replaced by -backward (for solving its upper triangular part).
  • Tested environments (Note that an OpenCL 2.0 device is required for running the code)
  1. AMD Radeon Fury X GPU in a host with AMD APP SDK 3.0 and Ubuntu 15.04 64-bit Linux installed.
  2. AMD Radeon 290X GPU in a host with AMD APP SDK 3.0 and Ubuntu 15.04 64-bit Linux installed.
  • Data type
  1. The code supports both double precision and single precision SpTRSV and SpTRSM. Use make VALUE_TYPE=double for double precision or make VALUE_TYPE=float for single precision.

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