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研究生: 胡凱翔
Hu, Kai-Xiang
論文名稱: 考慮帶有金融市場摩擦的新凱因斯動態隨機一般均衡模型於台灣:基於貝式理論分析
The New Keynesian DSGE Models with Financial Frictions for Taiwan: Based on Bayesian Methods
指導教授: 吳致謙
學位類別: 碩士
Master
系所名稱: 社會科學學院 - 經濟學系
Department of Economics
論文出版年: 2020
畢業學年度: 108
語文別: 中文
論文頁數: 27
中文關鍵詞: 動態隨機一般均衡模型金融摩擦抵押限制
外文關鍵詞: DSGE, Financial Friction, Collateral Constraint(CC)
DOI URL: http://doi.org/10.6814/NCCU202001384
相關次數: 點閱:117下載:35
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  • 本文使用台灣資料,探討考慮金融摩擦的情況下,是否能增進新凱因斯動態隨機一般均衡模型(New Keynesian dynamic stochastic general equilibrium model, DSGE) 對於台灣總體資料的配適度。具體來說,我選用抵押限制 (Collateral Constraint) 捕捉金融摩擦;我使用台灣資料,重新對模型參數進行校對 (Calibration) 與貝氏估計(Bayesian estimation),並在文末比較是否考慮金融摩擦會提升無金融摩擦模型的解釋能力。最後我發現無金融摩擦的模型在相關性、自我相關性的資料配適能力均優於考慮金融摩擦的模型。因此考慮金融摩擦並無法有效增進新凱因斯動態隨機一般均衡模型對台灣資料的配適能力。


    This paper investigates whether the New Keynesian Dynamic Stochastic General Equilibrium model(DSGE) will improve its fitness to Taiwan macroeconomic data in the case of considering financial friction. In particular, I consider the Collateral Constraint as the financial friction. I estimate model parameters by using Taiwan data with Calibration and Bayesian Estimation, and compare the fitness to moments of Taiwan data with and without the financial friction. I find that the frictionless DSGE model has a better fitness to Taiwan data in terms of correlation and autocorrelation. To conclude, considering the credit constraint cannot boost the fitness to Taiwan macroeconomic data for New Keynesian DSGE model.

    致謝..............................................i
    中文摘要..........................................ii
    英文摘要..........................................iii

    1 緒論..........................................1

    2 模型..........................................2
    2.1 商品廠商..........................................2
    2.2 勞動廠商..........................................5
    2.3 家計單位..........................................6
    2.4 政府和貨幣機構.....................................8
    2.5 企業與銀行機構.....................................8
    2.6 市場結清條件......................................10

    3.對數線性化.............................................10
    3.1 NK 模型.........................................11
    3.2 CC 模型.........................................12

    4.參數估計...............................................14
    4.1 校對.............................................14
    4.2 貝氏估計.........................................15

    5.動差分析..............................................18

    6.脈衝反應分析..........................................20

    7.結論.................................................22

    參考文獻................................................23

    附錄A 資料處理.........................................25
    A.1 原始資料.........................................25
    A.2 資料處理-校對....................................25
    A.3 資料處理-貝氏估計................................25

    附錄B 校對過程.........................................26
    B.1 NK 模型.........................................26
    B.2 CC 模型.........................................27

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