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Development of 3D Viscoelastic Crustal Deformation Analysis Solver with Data-Driven Method on GPU.

, , , , , , и . ICCS (2), том 14074 из Lecture Notes in Computer Science, стр. 423-437. Springer, (2023)

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Fast Finite Element Analysis Method Using Multiple GPUs for Crustal Deformation and its Application to Stochastic Inversion Analysis with Geometry Uncertainty., , , , , и . ICCS, том 108 из Procedia Computer Science, стр. 765-775. Elsevier, (2017)Extreme Scale Earthquake Simulation with Uncertainty Quantification., , , , , , , , , и 2 other автор(ы). SC, стр. 4:1-4:11. IEEE, (2022)Development of 3D Viscoelastic Crustal Deformation Analysis Solver with Data-Driven Method on GPU., , , , , , и . ICCS (2), том 14074 из Lecture Notes in Computer Science, стр. 423-437. Springer, (2023)Several Hundred Finite Element Analyses of an Inversion of Earthquake Fault Slip Distribution using a High-fidelity Model of the Crustal Structure., , , , , и . ICCS, том 29 из Procedia Computer Science, стр. 877-887. Elsevier, (2014)Numerical Verification Criteria for Coseismic and Postseismic Crustal Deformation Analysis with Large-scale High-fidelity Model., , , , , , и . ICCS, том 51 из Procedia Computer Science, стр. 1534-1544. Elsevier, (2015)Scalable Finite-Element Viscoelastic Crustal Deformation Analysis Accelerated with Data-Driven Method., , , , , , и . ScalAH@SC, стр. 18-25. IEEE, (2022)A Physics-based Monte Carlo Earthquake Disaster Simulation Accounting for Uncertainty in Building Structure Parameters., , , , , и . ICCS, том 29 из Procedia Computer Science, стр. 855-865. Elsevier, (2014)152K-computer-node parallel scalable implicit solver for dynamic nonlinear earthquake simulation., , , , , , , , , и 5 other автор(ы). HPC Asia, стр. 18-29. ACM, (2022)