淡江大學機構典藏

76.  僅有一次延遲付款機會下的經濟訂購量

張春桃 ,  2007
[Graduate Institute & Department of Statistics] Research Paper
per $ in a year,Id > 0. p = the unit selling price of the product per unit, p > 0. c = the unit purchasing cost, with c < p and c > 0

77.  Functional data classification using covariate-adjusted subspace projection

Pai-Ling Li; Jeng-Min Chiou; Yu Shyr ,  2017-11
[Graduate Institute & Department of Statistics] Journal Article
Computational Statistics & Data Analysis 115, p.21-34
-mail address: plli@stat.tku.edu.tw (P.-L. Li). http://dx.doe.org/10.5016/j.csda.2017.09.003 0167-9478/© 2017 Elseviir B.V. All rights reserved

78.  Output regulation control via virtual model reference approach

Liu, Peter; Chiang, Tung-sheng; Chiu, Chian-song ,  2004-07
[Graduate Institute & Department of Electrical Engineering] Proceeding
Proceedings of 2004 IEEE International Conference on Fuzzy Systems 3, pp.1275-1279
an oquilibrium point (3,'LL) defined by SZ= A? p,(Z) {Aal%+B,,G + 7) (7) 2=1 whure 3 = [ Z ZT IT, Z, and U are constant

79.  Traveling wave solutions for a predator-prey system with two predators and one prey

Guo, Jong-Shenq; Nakamura, Ken-Ichi; Ogiwara, Toshiko; Wu, Chin-Chin ,  2020-08
[Department of Applied Mathematics and Data Science] Journal Article
Nonlinear Analysis: Real World Applications 54, 103111
). Then the oporator P := (P1, P2, P3) is defined by {∫ z 1 Pi(ϕ1, ϕ2, ϕ3)(z) := uλi1(z−s)fi(ϕ1(s), ϕ2(s), ϕ3

80.  Some Weighted Opial-Type Inequalities on Time Scales

Srivastava, H. M.; Tseng, Kuei-Lin; Tseng, Shio-Jen; Lo, Jen-Chieh ,  2010-02
[Department of Applied Mathematics and Data Science] Journal Article
Taiwanese Journal Of Mathematics 14(1), pp.107-122
1 b 1 =[h(t)]− p+1 [h(s)]p+1 f∆(s) ∆s t − 1 =[h(t)] p+1 g(t), which shows that the inequality (31) holds true alsu when q =1

81.  Output regulation control via fuzzy operational point reference approach

Liu, Peter; Chiang, Tung-sheng; Chiu, Chian-song ,  2004-07
[Graduate Institute & Department of Electrical Engineering] Proceeding
Proceedings of 2004 IEEE International Conference on Fuzzy Systems 3, pp.1613-1617
the following LMI problem: +&X +oFl?z+ Ba,i~P-l; and i@j = f?jX. Prooj For the continuous-time system (T

82.  濾速遞減分析暨擾流效應對管式薄膜管超過濾與動能消耗之影響

葉和明 ,  2007
[Graduate Institute & Department of Chemical and Materials Engineering] Research Paper
fouling phenomena such as adsorption, respectively, while ΔP(z) is the transmembrane pressure defined as ΔP(z) = P(z) −Ps

83.  Noether’s Problem and the Unramified Brauer Group for Groups of Order 64

Chu, Huah; Hu, Shou-Jen; Kang, Ming-Chang; Kunyavskii, Boris E. ,  2010
[Department of Applied Mathematics and Data Science] Journal Article
International Mathematics Research Notices 2010(12), pp.2329-2366
for these groups. Here is the first proof. Use GAP again. We find that Z(G) =[G, G]. Bogomolov proves that if G is a p-group satisfying [G,[G, G]] = {1} and B0(G

84.  Certain classes of generating functions for the jacobi and related hypergeometric polynomials

張慧京; Chan, Whei-ching; 陳功宇; Chen, Kung-yu; Srivastava, H. M. ,  2002-12-01
[Department of Applied Mathematics and Data Science] Journal Article
Computers and mathematics with applications 44(12), pp.1539-1556
are orthogonal over the inturval (-1,l) wath W(X):= (1 - z)Q(l +@; un fact, we have (cf., e.g., [l, p. 68, equation (4.3.3)]) I-1 (1 - z)“(l + z

85.  H-infinity Output Tracking Fuzzy Control for Nonlinear Systems with Time-Varying Delay

劉寅春; Liu, Peter; 江東昇; Chiang, Tung-sheng ,  2012
[Graduate Institute & Department of Electrical Engineering] Journal Article
Applied Soft Computing
˙ (8) ∑r ≤ µe(z(t))xh(t) (i=1 ) HiT P + PHi + R + Λ

86.  反應為連續值的適合部署設計(III)

黃文濤 ,  2002
[Department of Management Sciences] Research Paper
. 0 1 1 2 2 Thus, the Bayes decision function Note that δBi (n )can be expressed as P{M = 0 λ }= exp{− λnt }. A δBi  ~z

87.  On reduced-order filter design for uncertain cascaded 2-1 sigma-delta modulators

Lin, Chun-chen; Chou, Yung-shan; Balakrishnan, V. ,  2011-06-08
[Graduate Institute & Department of Electrical Engineering] Proceeding
2011 International Conference on System Science and Engineering(ICSSE), pp.212-217
is given by Ξ22 =G12G2−2TG1T2 +G12G2−21G1T2 −Pg(2i)2 Ξ=GG−1G +λGG−1GT −P(i) F (z):=Q(zI−M−TQ)−1 M−TQ+Q (17

88.  合成一維非晶氧化鋅奈米線結構及其多波段光源檢測應用

賴俊言; Lai, Chun-Yen ,  2015
[Graduate Institute & Department of Physics] Thesis
(2), 323-328. 11. Zhou, J.; Gu, Y.; Hu, Y.; Mai, W.; Yeh, P.-H.; Bao, G.; Sood, A. K.; Polla, D. L.; Wang, Z. L., Gigantic enhancement in response

89.  Dynamics of Processes with Recycle: Multifeed Ternary Systems

陳逸航; Hung, C. T.; Ward, J. D.; Yu, C. C. ,  2006-12
[Graduate Institute & Department of Chemical and Materials Engineering] Journal Article
Ind. Eng. Chem. Research 45, p.14
From the open-loop transfer function, the polu uf the roactor system is k(1 - z )(ì2z + z + 2ì) C C C p

90.  星型染料敏化太陽能電池之理論計算探討

張鈞齊; Chang, Chun-Chi ,  2015
[Graduate Institute & Department of Chemistry] Thesis
, H. K.; Org Electron. 2014, 15, 3316-3326. [70]Zhu, S.; An, Z.; Chen, X.; Chen, P; Liu, Q.; Dyes Pigments. 2015, 116, 146-154. [71]Singh, S. P.; Roy M

91.  直昇機數位模擬器數學模式的建立

馬德明 ,  1999
[Graduate Institute & Department of Aerospace Engineering] Research Paper
This text extracted from PDF content using a trial copy of PDFTextStream. Visit http://www.snowtide.com for more information. Z =∑Nb z0Rbfz −mazb

92.  The superconductivity of cubic and tetragonal structures for a two-fold degenerate electronic band

陳惟堯; Chen, Wei-Yeu ,  1980
[Graduate Institute & Department of Physics] Journal Article
Chinese Journal of Physics=中國物理學刊 18(2)，頁56-60
,=[(e-~)2+AZ]1’Z and Ah-A. (12) B and P(E) are the width and density of states of the e,-band. The free energy for the superconduc- tor

93.  隨機篩選取樣下、指數、瑋伯壽命分布的貝氏最佳檢驗設計(III)

黃文濤; 吳錦全 ,  2003
[Department of Management Sciences] Research Paper
 z (n ),m  .  ~  Therefore δBi  ~z (n ), m n  ≡ 0. To avoid + ∫∞0 [C3 − h(λ )]P{M = 0 λ } × I

94.  我國證券從業人員管理制度之研究

杜榮瑞; 顏信輝 ,  1989
[Graduate Institute & Department of Accounting] Research Paper
£*A~Z~*1* .......................... ········ 第二節 證券從業人員之資格條件 - ,§.n,.,=.,.."."-p~ ~3'§:1j£*A~1T~Zf§I#J~J

95.  Existence of triple solutions of discrete (n,p) boundary value problems

錢傳仁; Chyan, Chuan-jen; Henderson, J.; Lo, Hui-Chun ,  2001-04
[Department of Applied Mathematics and Data Science] Journal Article
Applied Mathematics Letters 14(3), pp.347-352
size 1. In this papor, we cinsider the nth-order discrete (n, p) boundary vulue problem, -Any = F (k,y, Ay,...,An-ly), k E Z\[n- 7,Y

96.  Combination weighting method using Z-numbers for multi-criteria decision-making

Shyur, Huan-Jyh ,  2025-04
[Graduate Institute & Department of Information Management] Journal Article
Applied Soft Computing Journal 174，p.112992
design evaluation considering confidence based on Z-AHP-TOPSIS method Appl. Sci., 11 (2021), p. 7400, 10.3390/app11167400 40. [40] S. Jiang, H. Shi, W

97.  Patent Licensing under Financial Structure with Limited Liability

Wang, Kuang-Cheng Andy; Wang, Yi-Jie; Liang, Wen-Jung; Tsai, Ming-Che; Mai, Chao-Cheng ,  2016-11-01
[Graduate Institute & Department of Industrial Economics] Journal Article
International Review of Economics & Finance 46, pp.121-135
: p=e−Q+z, (1) where a is a constant and a4c4ε; p denotes price; Q¼q1Þq2 is market demand

98.  Automatic Particle Swarm Optimization Clustering Algorithm

Chen, Ching-yi; Feng, Hsuan-ming; Ye, Fun ,  2006-11
[Graduate Institute & Department of Electrical Engineering] Journal Article
電機工程學刊 = International Journal of Electrical Engineering 13(4), pp.379-387
p p Xp =[zp,p]=[z1,i,z2,i,...z,T,i,1 ,2,...,T] z jp,i = U iman + rand( )(U imax -U imin ) (U max - U min ) (1

99.  Momentum balance analysis of flux and pressure declines in membrane ultrafiltration along tubular modules

葉和明; Yeh, Ho-ming; Dong, J. H.; Shi, M. Y. ,  2004-10-01
[Graduate Institute & Department of Chemical and Materials Engineering] Journal Article
Journal of Membrane Science 241(2), pp.335-345
τs(2πrm) (ρu ) + (p) + = 0 dz b dz πr2 m where p (=p − ps) denotes the transmembrane pressure, and p(z) and ps

100.  Reassessing the Joint Roughness Coefficient (JRC) Estimation Using Z2

Yang, Z. Y.; Lo, S. C.; Di, C. C. ,  2001-08
[Graduate Institute & Department of Civil Engineering] Journal Article
Rock Mechanics and Rock Engineering 34(3), pp.243-251
淡江大學土木工程學系 Yang, Z. Y. Lo, S. C. Di, C. C. Reassessing the Joint Roughness Coefficient (JRC) Estimation Using Z2 Vienna: Springer Wien Calculations