Comparison of Two QUBO Formulations of Approximate Block Diagonalization and Their Performance on the D-Wave Advantage Quantum Annealing Machine [DOI][Othres link]
A fast computation method for the matrix inverse square root using the sum of resolvents and batch execution [DOI][Othres link]
While Paper from Workshop on Large-scale Parallel Numerical Computing Technology (LSPANC 2020): HPC and Computer Arithmetic toward Minimal-Precision Computing [DBLP][Othres link]
高い演算密度をもつヤコビ回転カーネルの構成手法
Cache-efficient implementation and batching of tridiagonalization on manycore CPUs [DOI]
荻田・相島の固有ベクトル反復改良法に基づく実対称行列の固有値分解追跡手法
三重対角化におけるメニーコア環境に適した同期手法
On Using the Cholesky QR Method in the Full-Blocked One-Sided Jacobi Algorithm
Performance of the parallel block Jacobi method with dynamic ordering for the symmetric eigenvalue problem [DOI]
Probabilistic analysis of an estimator for the Frobenius norm of a matrix product
Performance analysis and optimization of the parallel one‐sided block Jacobi SVD algorithm with dynamic ordering and variable blocking [DOI]
Xeon Phi における DSYRK の並列化手法と性能解析
Xeon Phi における DSYRK のスレッド並列化手法
Multiscale universal interface: a concurrent framework for coupling heterogeneous solvers [DOI]
Performance of the parallel one-sided block Jacobi SVD algorithm on a modern distributed-memory parallel computer [DOI]
三重対角化に対する Dongarra-Wilkinson 法の性能解析と実装手法について
Convergence analysis of the parallel classical block Jacobi method for the symmetric eigenvalue problem [DOI]
その他業績
講演・口頭発表等
ループブロッキングによるQR法におけるVanZeeらのヒュージング手法の最適化手法
Comparison of Two QUBO Formulations of Approximate Block Diagonalization and Their Performance on the D-Wave Advantage Quantum Annealing Machine
