"Takashi Nakagaki,Mituhiro Fukuda,Sunyoung Kim,Makoto Yamashita","A dual spectral projected gradient method for log-determinant semidefinite problems",,"Computational Optimization and Applications",,"Vol. 76","No. 1","pp. 33-68",2020,May
"Makoto Yamashita*,Mituhiro Fukuda,Sunyoung Kim,Takashi Nakagaki","A dual spectral projected gradient method for logdeterminant semidefinite problems","ICCOPT 2019",,,,,,2019,Aug.
"Takashi Nakagaki,Mituhiro Fukuda,Makoto Yamashita,Kim Sunyoung","Non-monotone Spectral Projected Gradient Method for Semidefinite Program with Log-Determinant and $\ell_1$-Norm Terms","高度情報化社会に向けた数理最適化の新潮流","RIMS Kokyuroku Bessatsu",,,"No. 2108",,2019,Apr.
"福田光浩,中垣敬,山下真","対数行列式と?1 ノルム関数をもつ半正定値計画問題に対する","高度情報化社会に向けた数理最適化の新潮流",,,,,,2018,Aug.
"Mituhiro Fukuda,Takashi Nakagaki,Makoto Yamashita","An efficient nonmonotone spectral projected gradient method for semidefinite program with log-determinant and l1-norm function","Nonlinear Analysis and Convex Analysis 2017",,,,,,2017,July
"Makoto Yamashita,Mituhiro Fukuda,Takashi Nakagaki","Dual Approach Based on Spectral Projection Gradient Method for log-det SDP with ell_1 Norm","SIAM Conference on Optimization",,,,,,2014,May
"山下真,福田光浩,中垣敬","対数行列式半正定値計画問題に対する双対スペクトラル射影勾配法の構築","日本オペレーションズリサーチ学会2014年春季研究発表会","日本オペレーションズリサーチ学会2014年春季研究発表会アブストラクト集",,,,"pp. 238--239",2014,Mar.