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[1] NVIDIA (2018) NVIDIA CUDA C programming guide 9.1. [2] NVIDIA (2018) NVIDIA CUSPARSE LIBRARY user guide 9.1. [3] Jen-Hao Chen, Ren-Chuen Chen, and Jinn-Liang Liu. A gpu poisson- fermi solver for ion channel simulations. Computer Physics Communications, 229(2):99–105, 2017. [4] Burden Faires. Numerical methods, volume 4. Cengage Learning, 2012. [5] Liu J.-L. Numerical methods for the poisson–fermi equation in electrolytes. J. Comput. Phys., 247, 2013. [6] Ruipeng Li and Yousef Saad. Gpu-accelerated preconditioned iterative linear solvers. The Journal of Supercomputing, 63(2):443–466, 2013. [7] Youcef Saad and Martin H Schultz. Gmres: A generalized minimal resid- ual algorithm for solving nonsymmetric linear systems. SIAM Journal on scientific and statistical computing, 7(3):856–869, 1986. [8] Yousef Saad. Iterative methods for sparse linear systems, volume 2. SIAM, 2000. [9] Hartwig Anzt Stanimire Tomov, William Sawyer Piotr Luszczek, and Jack Dongarra. Acceleration of gpu-based krylov solvers via data transfer reduc- tion. The International Journal of High Performance Computing Applica- tions, 29(3):366–383, 2015. [10] Henk A Van der Vorst. Bi-CGSTAB: A fast and smoothly converging variant of Bi-CG for the solution of nonsymmetric linear systems. SIAM Journal on scientific and Statistical Computing, 13(2):631–644, 1992. 19 [11] Xuhong Tian Yan Chen, Zhangxin Chen Hui Liu, Wenyuan Liao Bo Yang, Ruijian He Peng Zhang, and Min Yang. Parallel ilu preconditioners in gpu computation. Soft Computing, 22(24):8187–8205, 2018.
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