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Showing items 618046-618055 of 2348685 (234869 Page(s) Totally) << < 61800 61801 61802 61803 61804 61805 61806 61807 61808 61809 > >> View [10|25|50] records per page
| 國立交通大學 |
2014-12-08T15:27:54Z |
NONLINEAR COMMUNICATION CHANNEL EQUALIZATION USING WAVELET NEURAL NETWORKS
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CHANG, PR; YEH, BF |
| 國立交通大學 |
2015-12-02T03:00:59Z |
Nonlinear Compensation for 980 nm High Power, Single-Mode VCSELs for Energy Efficient OM 4 Fiber Transmission
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Lu, I-Cheng; Wei, Chia-Chien; Chen, Hsing-Yu; Chung, Pei-Yu; Huang, Peng-Hao; Jiang, Jia-Wei; Chi, Kai-Lun; Shi, Jin-Wei; Chen, Jyehong |
| 國立交通大學 |
2017-04-21T06:49:31Z |
Nonlinear Compensation of 850 nm VCSEL with Discrete Multi-Tone Modulation Employing a Volterra-Wiener Filter
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Tzu, Ta-Ching; Wei, Chia-Chien; Liu, Jun-Jie; Chang, Chun-Yen; Chi, Kai-Lun; Chen, Xin-Nan; Shi, Jin-Wei; Chen, Jyehong |
| 臺大學術典藏 |
2018-09-10T05:53:44Z |
Nonlinear compensator design for active sliders to suppress head-disk spacing modulation in hard disk drives
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Juang, J.-Y.; Bogy, D.B.; JIA-YANG JUANG |
| 臺大學術典藏 |
2018-09-10T04:49:57Z |
Nonlinear compensator design of active proximity sliders for head-disk spacing variation suppression in 3-NM air bearings
|
Juang, J.-Y.; Bogy, D.B.; JIA-YANG JUANG |
| 國立高雄師範大學 |
2012 |
Nonlinear conditions for coincidence point and fixed point theorems
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杜威仕; Wei-Shih Du;Shao-Xuan Zheng |
| 國立高雄師範大學 |
2012-09-19 |
Nonlinear conditions for the existence of best proximity points
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杜威仕; Wei-Shih Du;Hossein Lakzian |
| 國立高雄應用科技大學 |
2010-02 |
Nonlinear Conduction in Aromatic Polyurea Thin Films and Its Influence on Dielectric Applications over A Broad Temperature Range
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Wang, Yong; Zhou, Xin; Lin, Minren; Lu, Sheng-Guo; Lin, Junhong; Furman, Eugene; Zhang, Q. M. |
| 國立中山大學 |
1998 |
Nonlinear Conductivity of Annealed Au Films on Silicion
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T.F. Young; J.F. Chang; H.Y. Ueng |
| 國立中山大學 |
1997 |
Nonlinear Conductivity of Annealed Au Films on Silicon
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T.F. Young;J.F. Chang;F.L. Chiu;L.C. Chen;G.C. Chiu;H.H. Chung;H.Y. Ueng |
Showing items 618046-618055 of 2348685 (234869 Page(s) Totally) << < 61800 61801 61802 61803 61804 61805 61806 61807 61808 61809 > >> View [10|25|50] records per page
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