Hiroshi Toki

Prof.

Osaka University

Japan

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Prof. Hiroshi Toki is a faculty member at Osaka University, Japan. His research areas include mobile health applications, health care utilization in older adults, metabolic syndrome prevalence, nuclear physics, and mathematical modeling in medical therapies. He has contributed to various studies involving both observational data and advanced theoretical models.

Articles (11)

Year:

2025

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2025

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2024

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2023

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2022

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2022

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2022

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2022

Year:

2022

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2021

Year:

2021

Collaborators (3)

Yoshiharu Yonekura

Professor

Osaka University

JAPAN

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Miyae Yamakawa

Osaka University Graduate School of Medicine

JAPAN

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Yoshifumi Shirakami

Specially Appointed Associate Professor

Osaka University

JAPAN

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Hiroshi Toki

Research Interests

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About

Articles (11)

Effects of Mobile Health Care App "Asmile" on Physical Activity of 80,689 Users in Osaka Prefecture, Japan: Longitudinal Observational Study

Related factors of postoperative half‐year care utilization for health status and recovery in older adults with hip fracture: A retrospective study of Osaka National Health Insurance Data

Seasonal variations of the prevalence of metabolic syndrome and its markers using big-data of health check-ups

Appearance of the Hoyle state and its breathing mode in C12 despite strong short-range repulsion of the nucleon-nucleon potential

Mathematical Model for Evaluation of Tumor Response in Targeted Radionuclide Therapy with 211At Using Implanted Mouse Tumor

A Time-Domain Three-Dimensional Numerical Method for Comprehensive Common-Mode Analysis of Electric Circuits in Inhomogeneous Media

Reduction of noise induced by power supply lines using phase-locked loop

Finite particle-number description of symmetric nuclear matter with spin excitations of high-momentum pairs induced by the tensor force

New many-body method using cluster expansion diagrams with tensor-optimized antisymmetrized molecular dynamics

Relation of Integro-Partial Differential Equations With Delay Effect Based on the Maxwell Equations to the Heaviside and Pocklington Equations

A Time-Domain Numerical Method for Multi-Conductor Coaxial Lines Using the Exact Retarded Potential Integral Equations

Collaborators (3)

Yoshiharu Yonekura

Miyae Yamakawa

Yoshifumi Shirakami

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