activity
20232026
most citedAn inherently parallel H2-ULV factorization for solving dense linear systems on GPUs

4 citations · 4 across the 4 of their papers we have counts for

collaborators

6 papers

math.NA2026

Mixed-Precision Computing for Scientific Discovery: Formats, Co-Design, and Responsible Approximation

Emmanuel Agullo, Hartwig Anzt, Daniel Bauer +37

Reduced and mixed precision have moved from a niche optimization to a central design axis in scientific computing and engineering, driven by energy constraints, heterogeneous accel…

math.NA2026

Hierarchical low-rank compression exploiting symmetric boundary integral equations in transmission scattering

Yasuhiro Matsumoto, Taizo Maruyama, Qianxiang Ma +1

We propose an approach using matrix symmetry to accelerate hierarchical low-rank compression for wave transmission scattering. For Helmholtz transmission problems, we introduce a s…

cs.LG2025

FedPM: Federated Learning Using Second-order Optimization with Preconditioned Mixing of Local Parameters

Hiro Ishii, Kenta Niwa, Hiroshi Sawada +3

We propose Federated Preconditioned Mixing (FedPM), a novel Federated Learning (FL) method that leverages second-order optimization. Prior methods--such as LocalNewton, LTDA, and F…

cs.DC2025★ 4 cited

An inherently parallel H2-ULV factorization for solving dense linear systems on GPUs

Qianxiang Ma, Rio Yokota

Hierarchical low-rank approximation of dense matrices can reduce the complexity of their factorization from O(N^3) to O(N). However, the complex structure of such hierarchical matr…

cs.LG2024

NeurIPS 2023 Competition: Privacy Preserving Federated Learning Document VQA

Marlon Tobaben, Mohamed Ali Souibgui, Rubèn Tito +24

The Privacy Preserving Federated Learning Document VQA (PFL-DocVQA) competition challenged the community to develop provably private and communication-efficient solutions in a fede…

math.NA2023

distributed direct factorization of structured dense matrices using runtime systems

Sameer Deshmukh, Qinxiang Ma, Rio Yokota +1

Structured dense matrices result from boundary integral problems in electrostatics and geostatistics, and also Schur complements in sparse preconditioners such as multi-frontal met…