Tokyo University of Science · Faculty of Science Division I, Department of Applied Mathematics

Research keywordssparse optimization・proximal Newton method・DC programming・quasi-Newton methods・nonconvex composite optimization・second-order methods

This is a public-data preview. Personalized fit, contact angles, and saved workflows require sign-in.

• ACTIVE SET BLOCK BARZILAI-BORWEIN METHOD FOR MODEL PREDICTIVE CONTROL2025 · Journal of the Operations Research Society of Japan
• An acceleration of proximal diagonal Newton method2024 · JSIAM Letters
• Inexact proximal DC Newton-type method for nonconvex composite functions2024 · COMPUTATIONAL OPTIMIZATION AND APPLICATIONS
• A proximal quasi-Newton method based on memoryless modified symmetric rank-one formula2023 · Journal of Industrial and Management Optimization

• Official profile