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研究生: 陳季廷
Chen, Ji-Ting
論文名稱: 國家建構衝擊與制度可達性: 重繪自由的窄廊
State‑Building Shocks and Institutional Reachability: Redrawing the Narrow Corridor
指導教授: 林常青
Lin, Chang‑Ching
學位類別: 碩士
Master
系所名稱: 社會科學院 - 經濟學系
Department of Economics
論文出版年: 2026
畢業學年度: 114
語文別: 英文
論文頁數: 118
中文關鍵詞: 國家能力公民社會制度可達性吸引盆地制度遲滯
外文關鍵詞: state capacity, civil society, institutional reachability, basins of attraction, institutional hysteresis
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  • 本論文探討國家建構衝擊的政治取向如何改變一國的制度發展路徑,以及從哪些既有歷史條件出發,仍能到達兼具治理能力且受社會制衡的政府狀態。國家能力的提升能改善安全、行政與公共服務,卻也可能為統治者提供更有力的控制工具。沿用Acemoglu and Robinson(2023)的國家與社會競爭架構,本論文加入一條傳 導機制:繼承的制度與能力會決定衝擊實際偏向哪一方,並影響國家與社會雙方建 立持久能力的效率。本文將「制度可達性」定義為在給定的歷史先驗分配下,最終走向「國家有能力且社會能有效制衡」之初始歷史所占的先驗權重。
    在相同的既有歷史下,較偏向國家的衝擊會使能力累積朝國家側傾斜,並削弱社會側的相對累積;然而,這項局部反應不足以直接判定整個包容性吸引盆地如何變動。若盆地拓撲固定,且所有相關邊界一致向內移動,則對任何固定的歷史先驗分配而言,制度可達性都會下降。反之,在弱國家一側,較強的國家能力累積也可能開啟新的包容路徑,同時其他路徑關閉;此時,總效果取決於新增與失去之初始歷史的先驗權重孰大。即使衝擊只持續有限時間,只要衝擊期間累積的能力使一國在環境恢復後落到原本包容盆地之外,也可能留下制度傷痕。因此,本論文區分暫時的衝擊暴露與持久的制度後果,並指出,包容性的國家建構需要公共能力與持久的社會制衡能力共同發展。

    State building can improve security, administration, and public services while giving rulers stronger instruments of control. This thesis studies how the political orientation of a capacity building shock changes institutional paths and the inherited conditions from which constrained government remains reachable. Building on the state society contest of Acemoglu and Robinson (2023), the model adds a transmission channel through which inherited institutions and capacities determine the shock's realized political incidence and how efficiently each side builds durable capacity. Insti tutional reachability is the prior weighted mass of histories leading to a capable government constrained by organized society. At a fixed inher ited history, a more state oriented shock tilts local accumulation toward government and away from society, but this local response does not deter mine the movement of the entire inclusive basin. With fixed basin topology and inward movement of every relevant boundary, reachability contracts under any fixed historical prior. On the weak state flank, stronger state accumulation may instead open new routes to inclusion while routes close elsewhere, making the net effect depend on prior weighted gains and losses. A finite duration shock can also leave an institutional scar when accumu lated capacity changes place a polity outside the restored baseline basin after the shock ends. The framework therefore distinguishes temporary ex posure from persistent institutional consequences. Inclusive state building ultimately requires public capacity and durable social constraint to develop together.

    中文摘要 i Abstract ii 誌謝 iii List of Tables vii List of Figures viii 1 Introduction 1 2 Model 5 2.1 Conceptual map and notation 5 2.2 State variables, timing, and feasibility 9 2.3 Conflict technology and payoffs 10 2.4 Accumulation technology and threshold wedges 10 2.5Shock orientation, realized incidence, and implementation multipliers 11 2.6 Equilibrium concept 14 2.7 Assumptions and the role of regularity 15 3 Projected Shock Transmission Dynamics 21 4 Inclusive Basin and Corridor Reachability 27 5 Shock Orientation and Corridor Reachability 29 5.1 Composite incentive ordering and local drift 31 5.2 Conditional boundary propagation on topology‑preserving intervals 32 5.3 A conditional benchmark for inclusive reachability 35 5.4 Right‑edge reconfiguration on the weak‑state flank 38 5.5 Localized non‑reachability and civic foundations 44 6 Temporary Shocks and Institutional Scars 46 7 Observable Implications and Research Design 49 8 Conclusion 54 References 55 A Proofs and Standing Conditions 59 A.1 Technical Foundations for Timing, Choice, and Boundary Feasibility 59 A.2 Separating Histories and Lyapunov Inner Bounds 61 A.3 Standing Conditions Used in the Proofs 62 A.4 Proof of Proposition 1 66 A.5 Proof of Lemma 2 66 A.6 Proof of Proposition 2 69 A.7 Proof of Proposition 3 70 A.8 Proof of Lemma 3 70 A.9 Corridor-Compatible Saddle Geometry 71 A.10 Proof of Theorem 1 73 A.11 Proof of Theorem 2 73 A.12 Proof of Proposition 5 73 A.13 Proof of Proposition 6 74 A.14 Proof of Proposition 4 74 A.15 Shape-Deformation Regularity and Proof of Theorem 3 75 A.16 Proof of Proposition 7 76 A.17 Proof of Proposition 8 76 B Forward-Looking Players 78 B.1 Bellman Formulation 78 B.2 Persistence of the Three Regimes When Impatience Is High 83 B.3 Disappearance of the Corner Regimes When Patience Is High 84 C Robustness 87 C.1 State-Dependent Surplus 88 C.2 A Potentially Topology-Changing Alternative Specification 91 C.3 Direct Shock Complementarity in Implementation Multipliers 95 D Computation and Constructive Foundations 96 D.1 Estimating Corridor Reachability 96 D.2 An Implementation Foundation for Bi and a Constructive Representation of Z 101

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