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研究生: 陳姵妏
Pei-Wen Chen
論文名稱: 價格變動下循序軟體發行策略
A sequential software release policy using a price change model
指導教授: 張延彰
Yen-Chang Chang
口試委員:
學位類別: 碩士
Master
系所名稱: 南大校區系所調整院務中心 - 應用數學系所
應用數學系所(English)
論文出版年: 2014
畢業學年度: 102
語文別: 中文
論文頁數: 20
中文關鍵詞: 軟體可靠度離散型軟體可靠度成本模型損失函數最佳發行時間
外文關鍵詞: software veliability, discrete software reliability model, cost model, loss function, optimal release time
相關次數: 點閱:2下載:0
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  • 中文摘要
    軟體可靠度在開發軟體過程中扮演著很重要的角色。在過去三十年,已經有許多的學者提出各種可靠度的模型,應用於檢測軟體產品的可靠度,尤其在交通運輸、電腦及醫學上都已經廣泛的使用。本文我們利用離散型可靠度模型、成本模型及損失函數來探討軟體的最佳發行時間,我們並介紹有效控制其開發成本。


    Abstract
    Software reliability plays an important role during the development of a software. In the past three decades, many scholars have made many different model used to detect reliability of software products. Especially, the method is widely used in the transportation, computers and medical science. In the paper, we discuss a discrete reliability, specific cost model and loss function to explore the optimal release time. We introduce an effective control costs for the development of software.

    目錄 摘要 I Abstract II 目錄 III 第一章 序論 1 第二章 文獻探討 2 2.1 軟體可靠度 2 2.2 成本模型及軟體發行問題 3 2.3 冪穩定模型 4 第三章 模型假設與應用 5 3.1 模型的概念 5 3.2 模型假設 6 第四章 最佳軟體發行問題 9 4.1 最佳軟體發行 9 4.2 成本模型基本假設 9 4.3 成本模型的算法與特性 11 第五章 結論 15 參考文獻 16

    參考資料
    1、中文文獻
    黃揚名,「離散型軟體可靠度模型下的循序軟體發行策略」,國立新竹教育大學應用數學系研究所,碩士學位論文,民國100年7月
    曾耀德,「離散形式的軟體可靠度模型應用」,國立新竹教育大學應用數學系研究所,碩士學位論文,民國99年12月
    2、英文文獻
    Cai, K.Y.(2000). Towards a conceptual framework of software run reliability modeling. Information Sciences, 126, 137-163
    Chang, Y.C. & Liu, C.T.(2007). A Reliability-Constrained Software Release Policy Using a Non-Gaussian Kalman Filter Model, Probability in the Eng. And Informational Sciences, 21(2), 301-314.
    Geol, A.L. & Okumoto, K. (1979). Time-Dependent Error-Detection Rate Model for Software Reliability and other Performance Measures. IEEE Transactions on Reliability, R-28(3) 206-211
    Jelinski, Z. & Moramda, P.B. (1972). Software Reliability Research. Statistical Computer Performance Evaluation, Ed. W. Freiberger, Academic Press, New York, 465-497.
    Langberg, N. & Singpurwalla, N.D. (1985). A Unification of Some Software Reliability Models. SIAMJ. Scientific and Statistcal Computation, 6, 781-790.
    Littlewood, B. & Verrall, J.L. (1973). A Bayesian Reliability Growth Model for Computer Software. J. Roy. Statist. Soc. Ser. C, 22(3), 332-346.
    Littlewood, B. & Verrall, J.L. (1974). A Bayesian Reliability Model with a Stochastically Monotone Failure Rate. IEEE Transactions on Reliability. R-23(2), 108-114.
    Okumoto, K. & Goel, A.L. (1980). Optimum release time for software systems based on reliability and cost criteria. Journal of Systems and Software, 1, 315-318.
    Smith, J.Q. (1979). A Generalization of the Bayesian Steady Forecasting Model. J.R. Statist. Soc. Ser. B, 41(3), 375-387.
    Xie, M. & Hong, G.Y. (1999). Software release time determination based on unbounded NHPP Model. Computers and Industrial Engineering 37, 165-168.
    Yamada, S., Narhisa, H. & Osaki, S. (1984).Optimum release policies for a software system with a scheduled software delivery time. International Journal of Systems and Science 15, 905-914.
    Yamada, S. & Osaki, S. (1985). Cost-reliability optimal release policies for software system. IEEE Transactions on Reliability, 34, 422-424.
    Yang, B., Hu, H. & Jia, L. (2008). A Study of Uncertainty in Software Cost and Its Impact on Optimal Software Release Time. IEEE Transactions on Software Engineering, 34(6), 813-825.
    3、網路資料
    Calex.com 松技網路資料庫‧軟體開發(開發流程),(http://www.calex.com.tw/project/project_02.html)

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