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Institution Date Title Author
淡江大學 2000-03 (Q, R) inventory control involving a variable backorder rate Ouyang, Liang-yuh; Chuang, Bor-ren
淡江大學 2001-05 (Q, R, L) inventory model involving a service level constraint with defective items Ouyang, Liang-yuh; Chuang, Bor-ren
淡江大學 2001-02 (Q, r, L) Inventory model with defective items Wu, Kun-shan; 歐陽良裕=Ouyang, Liang-yuh
中華大學 2007 (Q,r) inventory model with backorder discount in fuzzy demand and fuzzy ordering cost 賀力行; Ho, Li-Hsing
淡江大學 2000 (Q,r) inventory model with variable lead time when the amount received is uncertain Wu, Kun-shan=吳坤山
淡江大學 1998-09 (Q,R,L) Inventory Model Involving Defective Items with a Sub-lot Inspection Policy 歐陽良裕; Ouyang, Liang-yuh; Chuang, Bor-ren
淡江大學 1999-07 (Q,R,L) inventory model involving quantity discounts and a stochastic backorder rate 歐陽良裕; Ouyang, Liang-yuh; Chuang, Bor-ren
嘉南藥理大學 1999 P醣蛋白運送抗癌藥物之機轉---磷脂質之重要性探討 駱雨利; Yu-Li Lo
國立清華大學 1982 Q VALUES FOR NEUTRON-RICH RUBIDIUM AND LANTHANUM ISOTOPES BRENNER, DS;MARTEL, MK;APRAHAMIAN, A;CHRIEN, RE;GILL, RL;LIOU, HI;SHMID, M;STELTS, ML;WOLF, A;WOHN, FK;REHFIELD, DM;DEJBAKHSH, H;CHUNG, C
南台科技大學 2010-07 Q _ Order 享點餐 張嘉蓉;呂韋毅;馮文智;候安桑
義守大學 2011-03-02 Q&A 義守大學圖書館
中國醫藥大學 2007-08-29 Q&A 蔡文正(Tsai, Wen-Chen)
國立臺灣海洋大學 2017-12 Q&A: Why use synchrotron x-ray tomography for multi-scale connectome mapping? Y. Hwu; G. Margaritondo; A. S. Chiang
臺北醫學大學 1998-03 Q&A產業界把脈台灣生物科技現況 臺北醫學大學
國立臺灣大學 1996 Q(Subscript p)Structure in the Taiwan Area and Its Correlation to Seismicity 陳光榮; 葉義雄; 徐春田
真理大學 2009-05 q-Analogue of the Dunkl Transform on the Real Line Neji Bettaibi; Rym Bettaieb
國立臺灣科技大學 2013 Q-ball imaging with PROPELLER EPI acquisition Chou, M.-C.;Huang, T.-Y.;Chung, H.-W.;Hsieh, T.-J.;Chang, H.-C.;Chen, C.-Y.
國立交通大學 2014-12-08T15:09:26Z Q-Band pHEMT and mHEMT Subharmonic Gilbert Upconversion Mixers Su, Jen-Yi; Meng, Chinchun; Wu, Po-Yi
國立清華大學 2003 Q-bridge: A QoS enabled bridging model for 802.11 access point Tang,Ming-Chung; Tung,Li-Ping; Shih,Wei-Kuan
國立中興大學 1998 Q-deformed Algebra and Physics 陳家駒
中國文化大學 2019-04 Q-ENTROPY FOR GENERAL TOPOLOGICAL DYNAMICAL SYSTEMS Zhao, Y (Zhao, Yun); Cheng, WC (Cheng, Wen-Chiao); Ho, CC (Ho, Chih-Chang)
國立中山大學 2007-08 Q-factor behavior study of 90-nm RF-CMOS inductors using transmission-line model C.H. Huang;T.S. Horng
國立臺灣科技大學 2008 Q-factor monitoring of optical signal-to-noise ratio degradation in optical DPSK transmission Jong, K.-C.;Tsao, H.-W.;Lee, S.-L.
國立臺灣大學 2008 Q-factor monitoring of optical signal-to-noise ratio degradation in optical DPSK Transmission Jong, K.-C.; Tsao, H.-W.; Lee, S.-L.
國立交通大學 2014-12-08T15:14:21Z Q-learning-based hybrid ARQ for high speed downlink packet access in UMTS Chang, Chung-Ju; Chang, Chia-Yuan; Ren, Fang-Ching

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