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[1]Adam, S., The Wealth of Nations. 1776: W. Strahan and T. Cadell, London. [2]Banker, R.D., & Charnes, A., & Cooper, W.W., Some models for estimating technical and scale inefficiencies in data envelopment analysis. Management Science, 1984. 30: p. 1078–1092. [3]Bernroider , E.S., V., A method using weight restrictions in data envelopment analysis for ranking and validity issues in decision making. Computers & Operations Research, 2007. 34: p. 2637-2647. [4]Chan, C.-Y., Network DEA by Multi-Objective Programming Methods and its Applications. 2013. [5]Charnes, A., & Cooper, W. W., & Rhodes, E., Programming with linear fractional functions. Naval Research Logistics Quarterly, 1962(9): p. 181-186. [6]Charnes, A., & Cooper, W. W., & Rhodes, E.,, Measuring the efficiency of decision making units. European Journal of Operational Research, 1978. 2: p. 429-444. [7]Chiang, C.I., & Tzeng, G., H., H. , A multiple objective programming approach to data envelopment analysis. New Frontiers of Decision Making for the Information Technology Era, 2000: p. 270-285. [8]Cook, W.D., & Seiford, L.M., Data envelopment analysis-Thirty years on. European Journal of Operational Research, 2009. 192: p. 1-17. [9]Cook, W.D., & Zhu, J., & Bi, G., & Yang, F., Additive efficiency decomposition. European Journal of Operational Research, 2010. 207: p. 1122-1129. [10]Daeho L., S.L.J.H.K., Analysis on the evolution and innovation of online game industry using meta-frontier analysis. Asian Journal of Technology Innovation 2017. 25(1): p. 158-167. [11]Fare, R., & Grosskopf, S., Network DEA. Socio-Economic Planning, 2000: p. 35-49. [12]Fare, R., & Grosskopf, S., & Whittaker, G., Network DEA. Springer US, 2007: p. 209-240. [13]Farrell, M.J., The Measurement of Productive Efficiency. Journal of the Royal Statistical Society, 1957. 120: p. 253-290. [14]Hill, M.O., Diversity and Evenness: A Unifying Notation and Its Consequences. Ecology, 1973. 54(2): p. 427-432. [15]Hoon, C., Measuring Operational Efficiency of Korean Online Game Companies with DEA Window Analysis. The Korean Operations and Management Science Society, 2014. 39(3): p. 23-40. [16]Kaihara, K., & Kinoshita, Y., & Yoshida, Private communication. 2007. [17]Kao, H.Y., & Chan, C.Y., A Multi-Objective Programming Method for Solving Network DEA. Applied Soft Computing. 24: p. 406-413. [18]Lee, E.S., & Li, R. J, Fuzzy multiple objective programming and compromise programming with Pareto optimum. Fuzzy Sets and System, 1993. 53: p. 275–288. [19]Lozano, S., & Gutierrez, E., & Moreno, P., Network DEA approach to airports performance assessment considering undesirable output. Applied Mathematical Modelling, 2013. 37: p. 1665-1676. [20]Neumann, V., & Morgenstern, O., Theory of Games and Economic Behavior. 1947: Princeton Univ Pr. [21]Rasmya, M.H., & Sang M. L., & Abd EI-Wahedc, W.F., & Ragabd, A. M., & EL-Sherbinye, M. M., An expert system for multiobjective decision making: application of fuzzy linguistic preferences and goal programing. Fuzzy Sets and System, 2002. 127: p. 209-220. [22]Seiford, L.M., & Zhu, J., Profitability and marketability of the top 55US commercial banks. Management Science, 1999. 42: p. 1270-1288. [23]Sitta, D., What can the brand manager expect from Facebook? Australasian Marketing Journal 2018. 26(1): p. 17-22. [24]Song, M., Analysis of the Operating Efficiency of Online Game Industry in China Actualized by DEA. ACADEMY PUBLISHER, 2010. 5(11): p. 1216-1223. [25]Tone, K., & Tsutsui, M.,, Network DEA: A slacks-based measure approach. European Journal of Operational Research, 2009. 197: p. 243-252. [26]Vilfredo, P., Cours d'Economie Politique. 1896. [27]Yang, C., & Liu, H.M, Managerial efficiency in Taiwan bank branches:A. 2012. 29: p. 450-461. [28]Zeleny, M., & Cochrane, J.L., Multiple criteria decision making. McGraw Hill:New York, 1982. [29]Zhaoa, Y., & Triantisa, K., & Murray-Tuite, P., & Edara, P., Performance measurement of a transportation network with a downtown space reservation system:A network-DEA approach. Transportation Research Part E: Logistics and Transportation Review, 2011. 47: p. 1140-1159. [30]MorningStar. https://tw.morningstar.com/ap/main/default.aspx. [31]Optimization Modeling Software for Linear, Nonlinear, and Integer Programming https://www.lindo.com/index.php/products/lingo-and-optimization-modeling. [32]數位內容產業年鑑. 2016: 台灣經濟部工業局. [33]左軍, 多目標決策分析. 1991. [34]左晉瑋, 應用Network DEA於台灣基層農會經營績效之研究. 屏東科技大學, 2010. [35]吳濟華 and 何柏正, 組織效率與生產力評估:資料包絡分析法. 2008: 前程文化. [36]林秉葦, 台灣地區人壽保險公司績效分析-以H壽險公司運用Network DEA模型分析為例. 東吳大學, 2012. [37]宣家驥, 多目標決策. 1989. [38]高強, 管理績效評估:資料包絡分析法. 2003: 華泰文化. [39]張保隆, 決策分析:方法與應用. 2006: 華泰文化. [40]薄喬萍, 績效評估之資料包絡分析法. 2007. [41]歷史短訊:電玩遊戲的歷史. http://programmermagazine.github.io/201312/htm/message1.html. [42]網頁遊戲的興起與介紹. http://www.huataiganglian.com/c1/p3.php. [43]各種效率評估方法. http://www.wunan.com.tw/www2/download/preview/1FQF.PDF. [44]Mobile Revenues Account for More Than 50% of the Global Games Market as It Reaches $137.9 Billion in 2018. https://newzoo.com/insights/articles/global-games-market-reaches-137-9-billion-in-2018-mobile-games-take-half/. [45]從搖杆到VR ,街機四十年,玩遊戲,我和爸爸沒有代溝. https://read01.com/zh-tw/PMezBj7.html#.W4aQrLh9hPY. [46]張思思. 全球遊戲產值突破千億美元 最大市場在中國. 2017; https://www.cmmedia.com.tw/home/articles/4077. [47]手機遊戲正式稱霸 營收首次超越PC、遊戲機. https://www.ettoday.net/news/20170717/968482.htm#ixzz5PZIZBzk9. [48]雅達利2600. https://zh.wikipedia.org/wiki/%E9%9B%85%E9%81%94%E5%88%A92600. [49]鄭智元, 軟體產業經營績效評估-應用二階段資料包絡分析 東吳大學, 2010. [50]FODOR, P., 開發者談論出品一款價值遊戲的五個步驟. 2017. [51]Edward. 市調公司 Digi - Capital 統計 2017 年遊戲業總產值首次突破 1500 億美金. 2017; https://gnn.gamer.com.tw/2/149762.html. [52]Leo. 從創意發想到成品:透視遊戲產業鏈的運行. https://www.stockfeel.com.tw/遊戲產業鏈-創意發想/. [53]黃巧菱, 採用資料包絡分析與資料探勘方法之數位學習系統分類研究. 東華大學, 2010. [54]吳長駿, 研究發展費用、專利權與企業績效之關聯性研究,兼論專利法修法之影響. 國立中正大學, 2003. [55]台灣公開資訊觀測站. http://mops.twse.com.tw/mops/web/index. [56]全球專利檢索系統. https://gpss.tipo.gov.tw/gpsskmc/gpssbkm?@@1592371342. [57]Beautiful Soup Documentation. https://www.crummy.com/software/BeautifulSoup/bs4/doc/.
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