| 系統識別號 | U0002-1607201514280300 |
|---|---|
| DOI | 10.6846/TKU.2015.00454 |
| 論文名稱(中文) | 台灣壽險業市場力量、最終控制權與效率關係之研究 |
| 論文名稱(英文) | A Study of the Relationships among Market Power, Ultimate Control Rights and Efficiency in the Taiwanese Life Insurance Industry |
| 第三語言論文名稱 | |
| 校院名稱 | 淡江大學 |
| 系所名稱(中文) | 管理科學研究所博士班 |
| 系所名稱(英文) | Graduate Institute of Management Science |
| 外國學位學校名稱 | |
| 外國學位學院名稱 | |
| 外國學位研究所名稱 | |
| 學年度 | 103 |
| 學期 | 2 |
| 出版年 | 104 |
| 研究生(中文) | 唐玉潔 |
| 研究生(英文) | Yu-Chieh Tang |
| 學號 | 896620159 |
| 學位類別 | 博士 |
| 語言別 | 繁體中文 |
| 第二語言別 | |
| 口試日期 | 2015-07-03 |
| 論文頁數 | 62頁 |
| 口試委員 |
指導教授
-
莊忠柱
委員 - 凌氤寶 委員 - 林忠機 委員 - 蔡蒔銓 委員 - 陳瑞 委員 - 曹銳勤 委員 - 高棟梁 委員 - 莊忠柱 |
| 關鍵字(中) |
市場力量 效率 隨機邊界法 一般化極值法 Clayton Copula 公司治理 最終控制權 區間設限Tobit迴歸 |
| 關鍵字(英) |
Market Power Efficiency Stochastic Frontier Approach Generalized Extreme Value Clayton Copula Corporate Governance Ultimate Control Rights Doubly Censored Tobit Regression |
| 第三語言關鍵字 | |
| 學科別分類 | |
| 中文摘要 |
台灣壽險業在金融體系中扮演著重要地位。然而,在全面開放的壽險市場,追求最大市場力量與最大效率,質量並重的管理,一直是人壽保險業經營管理的重要議題之一。 本論文利用隨機邊界法估計效率值,再以一般化極值理論,探討壽險業市場領導者的最大市場力量與最大效率關係。實證發現台灣壽險業市場領導者之最大市場力量與最大效率關係,存在非對稱的相依關係,即擁有最大市場力量的壽險公司,不一定愈有效率。此外,本論文亦利用Clayton Coupla方法,探討市場力量與效率的相依關係。實證發現二者呈現相依關係,即指市場力量愈大,不一定有助於效率的提昇;反之,亦然。 良好的公司治理制度有助於平衡市場力量擴張與效率極大化。因此,本論文加入公司治理的最終控制權作為市場力量對效率影響的干擾變數,利用區間設限Tobit迴歸方法,探討對台灣壽險業的市場力量、最終控制權與效率的關係。實證發現台灣壽險公司的市場力量對效率有直接負向影響,再加入公司治理的最終控制權為干擾因素後,控制權會加強市場力量對效率的影響,而盈餘分配權會減少市場力量對效率的影響。本論文的研究結果提供台灣壽險業擬訂投入產出資源的配置、市場策略與公司治理政策的參考,以達壽險業質量並重的經營目標。 |
| 英文摘要 |
The life insurance industry plays a significant role in the financial system of Taiwan. Both market power and efficiency contribute to the viability of the insurer, making them essential to the management of life insurance companies. As the competition in the Taiwanese insurance industry intensifies, the insurance companies should look for expansion of market power and maximization of efficiency. Based on the translog cost function, this study first measured efficiency for using the stochastic frontier approach. We then investigated the relationship between leading market power and leading efficiency using the generalized extreme value theory. The results showed a strong nonlinear, asymmetric dependence between the market power and efficiency of the leading Taiwanese insurer. Companies with greater market power do not necessarily have greater efficiency. This study then investigated the dependence between market power and efficiency using the Clayton Copula model. The empirical results showed a dependence relationship between the two factors for Taiwanese insurers. In addition, the doubly censored Tobit regression is used to investigate the relationships among market power, ultimate control rights, and efficiency. The empirical results showed that market power has a negative influence on the efficiency. When the ultimate control rights of corporate governance are used as moderator variables, the control right are observed to enhance the influence of market power on efficiency, while cash flow right reduce the effect of market power on efficiency. Thus, the findings of this study can provide a reference to Taiwanese life insurance companies for determining resource allocation, marketing strategy, and corporate governance policies. |
| 第三語言摘要 | |
| 論文目次 |
目錄 目錄 I 表目錄 III 圖目錄 V 第一章 緒論 1 1.1 研究背景與動機 1 1.2 研究目的 4 1.3論文貢獻 5 1.4研究限制 6 1.5論文架構 6 第二章 台灣壽險業市場力量與效率的關係 8 2.1 緒論 8 2.2 樣本與研究方法 14 2.3 實證結果 23 2.4 本章小結與管理意涵 29 第三章 台灣壽險業市場力量與效率的相依關係 31 3.1 緒論 31 3.2 樣本與研究方法 32 3.3 實證結果 36 3.4 本章小結與管理意涵 38 第四章 台灣壽險業市場力量、最終控制權與效率的關係 40 4.1 緒論 40 4.2 樣本與研究方法 42 4.3 實證結果 45 4.4 本章小結與管理意涵 49 第五章 結論與建議 50 5.1 結論 50 5.2 建議 51 參考文獻 54 表目錄 表2-1參數法與非參數法效率相關研究比較 10 表2-2 參數法效率相關研究 11 表2-3 成本函數的產出因素定義 15 表2-4 成本函數的投入因素定義 15 表2-5 成本函數的投入與產出因素之敍述性統計量 16 表2-6 超越對數成本函數估計值與檢定 24 表2-7 市場力量與效率的敍述性統計量 25 表2-8 最大市場力量與最大效率相依關係估計值與檢定 27 表2-9 最大市場力量與最大效率相關分析 28 表3-1 一些阿基米德Copula的產生器 36 表3-2 Clayton Copula最大概似法參數估計值與檢定 37 表3-3 市場力量對效率的區間設限Tobit迴歸參數估計值與檢定 38 表3-4 效率對市場力量的區間設限Tobit迴歸參數估計值與檢定 38 表4-1 最終控制權變數的定義 43 表4-2 市場力量、最終控制權與效率敍述性統計量 46 表4-3 市場力量、最終控制權與效率最大概似估計值與檢定 48 圖目錄 圖2-1最大市場力量與最大效率散佈圖 26 圖3-1 Clayton Copula的機率密度與分配 37 |
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