DASHMM: dynamic adaptive system for hierarchical multipole methods. We present DASHMM, a general library implementing multipole methods (including both Barnes-Hut and the Fast Multipole Method). DASHMM relies on dynamic adaptive runtime techniques provided by the HPX-5 system to parallelize the resulting multipole moment computation. The result is a library that is easy-to-use, extensible, scalable, efficient, and portable. We present both the abstractions defined by DASHMM as well as the specific features of HPX-5 that allow the library to execute scalably and efficiently.
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References in zbMATH (referenced in 5 articles , 1 standard article )
Showing results 1 to 5 of 5.
- Saunders, William Robert; Grant, James; Müller, Eike Hermann; Thompson, Ian: Fast electrostatic solvers for kinetic Monte Carlo simulations (2020)
- Wang, Bo; Zhang, Wenzhong; Cai, Wei: Fast multipole method for 3-D Helmholtz equation in layered media (2019)
- Cho, Min Hyung; Huang, Jingfang; Chen, Dangxing; Cai, Wei: A heterogeneous FMM for layered media Helmholtz equation. I: Two layers in (\mathbbR^2) (2018)
- Fang, Fuhui; Huang, Jingfang; Huber, Gary; McCammon, J. Andrew; Zhang, Bo: Hierarchical orthogonal matrix generation and matrix-vector multiplications in rigid body simulations (2018)
- Debuhr, J.; Zhang, B.; Tsueda, A.; Tilstra-Smith, V.; Sterling, T.: DASHMM: dynamic adaptive system for hierarchical multipole methods (2016)