公開日期 | 標題 | 作者 | 來源出版物 | scopus | WOS | 全文 |
2004 | Posner’s theorem for $(\sigma, \tau)$-derivations and $\sigma$-centralizing maps | Lee, T.-K. | Houston Journal of Mathematics | | | |
1999 | Projections and power reduction property for generalized identities of symmetric elements | Lee, T.-K.; Pan, C. Y.; TSIU-KWEN LEE | Communications in Algebra | 0 | 0 | |
2015 | Quantifying floral shape variation in 3D using microcomputed tomography: A case study of a hybrid line between actinomorphic and zygomorphic flowers | CHUN-NENG WANG ; Hsu, H.-C.; Wang, C.-C.; Lee, T.-K.; YAN-FU KUO | Frontiers in Plant Science | | | |
2015 | Quantitative analysis of floral symmetry and tube dilation in an F<inf>2</inf> cross of Sinningia speciosa | Hsu, H.-C.; Chen, C.-Y.; Lee, T.-K.; Weng, L.-K.; DER-MING YEH ; TA-TE LIN ; CHUN-NENG WANG ; YAN-FU KUO | Scientia Horticulturae | | | |
2013 | Quantitative evaluation of the floral shape variation in Sinningia speciosa domestication | Kuo, Y.-F.; Weng, L.-K.; Lee, T.-K.; Hsu, H.-C.; Lin, T.-T.; Wang, C.-N.; CHUN-NENG WANG | American Society of Agricultural and Biological Engineers Annual International Meeting | | | |
2009 | Regurality and morphic property of rings | Lee, T.-K.; Zhou, Y.; LeeTK | Journal of algebra | | | |
2003 | Semiprime Algebras with Finiteness Conditions? | Lee, T.-K.; Wong, T. L.; TSIU-KWEN LEE | Communications in Algebra | 11 | 10 | |
2005 | Spectrally bounded A-derivations on Banach algebras | Lee, T.-K.; Liu, C.-K. | Proceedings of the American Mathematical Society | | | |
2014 | Three-dimensional shape variation analysis on sinningia speciosa flowers | Lee, T.-K.; Hsu, H.-C.; Wang, C.-N.; Kuo, Y.-F.; CHUN-NENG WANG | American Society of Agricultural and Biological Engineers Annual International Meeting | | | |
2017 | A virtual reality keyboard with realistic haptic feedback in a fully immersive virtual environment | Wu, C.-M.; Hsu, C.-W.; Lee, T.-K.; Smith, S.; SHANA SMITH | Virtual Reality | | | |
2001 | σ-COMMUTING MAPPINGS IN SEMIPRIME RINGS | Lee, T.-K.; LeeTK | Communications in Algebra | 14 | 0 | |