Name
Affiliation
Papers
SUSUMU YAMADA
Japan Atomic Energy Research Institute
20
Collaborators
Citations 
PageRank 
17
36
9.54
Referers 
Referees 
References 
73
96
46
Title
Citations
PageRank
Year
Implementation and performance evaluation of a communication-avoiding GMRES method for stencil-based code on GPU cluster.10.402019
High Performance LOBPCG Method for Solving Multiple Eigenvalues of Hubbard Model: Efficiency of Communication Avoiding Neumann Expansion Preconditioner.00.342018
Application of a Preconditioned Chebyshev Basis Communication-Avoiding Conjugate Gradient Method to a Multiphase Thermal-Hydraulic CFD Code.10.402018
Cahtr: Communication-Avoiding Householder Tridiagonalization00.342015
High Performance Eigenvalue Solver In Exact-Diagonalization Method For Hubbard Model On Cuda Gpu00.342015
Communication-overlap techniques for improved strong scaling of gyrokinetic Eulerian code beyond 100k cores on the K-computer60.682014
Eigen-G: Gpu-Based Eigenvalue Solver For Real-Symmetric Dense Matrices10.362013
Parallel Computing Design for Exact Diagonalization Scheme on Multi-band Hubbard Cluster Models.00.342013
A High Performance Symv Kernel On A Fermi-Core Gpu10.402012
Poster: Preliminary Report for a High Precision Distributed Memory Parallel Eigenvalue Solver00.342012
Poster: Communication Overlap Techniques for Improved Strong Scaling of Gyrokinetic Eulerian Code beyond 100k Cores on the K-Computer50.672012
Abstract: Preliminary Report for a High Precision Distributed Memory Parallel Eigenvalue Solver00.342012
Parallelization design on multi-core platforms in density matrix renormalization group toward 2-D quantum strongly-correlated systems00.342011
High-Performance Quantum Simulation for Coupled Josephson Junctions on the Earth Simulator: a Challenge To the Schrödinger Equation On 2564 Grids00.342010
Narrow-band reduction approach of a DRSM eigensolver on a multicore-based cluster system.10.482009
High Performance Computing for Eigenvalue Solver in Density-Matrix Renormalization Group Method: Parallelization of the Hamiltonian Matrix-Vector Multiplication20.722008
Gordon Bell finalists I - High-performance computing for exact numerical approaches to quantum many-body problems on the earth simulator40.612006
10TFLOPS Eigenvalue Solver for Strongly-Correlated Fermions on the Earth Simulator00.342005
16.447 TFlops and 159-Billion-dimensional Exact-diagonalization for Trapped Fermion-Hubbard Model on the Earth Simulator141.442005
16.14 TFLOPS eigenvalue solver on the earth simulator: exact diagonalization for ultra largescale hamiltonian matrix00.342005