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新凱因斯學派之菲力浦曲線及資本移動性-理論與實證

New Keynesian Phillips Curve and Capital Mobility-Theory and Empirics

摘要


菲力浦曲線斜率的大小,可視為總體政策是否有效的一個重要指標;斜率較平緩的菲力浦曲線,代表財經當局只需犧牲少量的通貨膨脹率便可有效的提升就業率;反之則否;因此,對菲力浦曲線的分析,具有重要的政策含意。本文為了替Loungani,Razin and Yuen (2001)之模型建立個體基要,先以新凱因斯理論為分析基礎,導出小型開放體系下之菲力浦曲線的函數,藉以分析該曲線與資本移動程度間的關係。為了彌補相關實證文獻的不足,我們再以台灣的總體時間序列的季資料,來驗證本文理論模型所猜測的可能命題是否成立。從實證結果顯示,我們有足夠的證據,支持台灣的新菲力浦曲線之斜率,將隨著資本移動程度的放寬而變得較平坦。

並列摘要


The magnitude of the slope of the Phillips curve is a crucial index for the effectiveness of monetary policies. With a flatter slope, the authority can increase inflation less in order to reduce the economy's unemployment rate. Thus, identifying determinants of the output (or unemployment)-inflation tradeoff has an important policy implication. In this paper, to establish a microfoundation for the conventional model, we analysis the relationship between capital mobility and the Phillips curve, while using a small open economy based on a New Keynesian framework. We show that with greater restrictions on capital mobility, a given reduction in the inflation rate is associated with a smaller loss in output, when applied to Taiwan's time series data. This result is shown to be consistent with predictions concerning Taiwan's macroeconomic situation.

參考文獻


Alberro, J.(1981).The Lucas hypothesis on the Phillips curve: Further international evidence.Journal of Monetary Economics.1,3-24.
Backus, D. K.,Kehoe, P. J.,Kydland, F. E.(1994).Dynamics of the trade balance and the terms of trade: The J-curve?.American Economic Review.84,84-103.
Ball, L.,Mankiw, N. G.,Romer, D.(1988).The new Keynesian economics and the output-inflation trade-off.Broo kings Papers on Economic Activity.19,1-65.
Barro, R. J.(1977).Unanticipated money growth and unemployment in the United States.American Economic Review.67,101-115.
Baxter, M. Marianne,King, Robert G.(1995).NBER working paper, No. 5022.

被引用紀錄


陳怡瑾(2011)。資金與資本對資本市場之關聯性研究〔碩士論文,淡江大學〕。華藝線上圖書館。https://doi.org/10.6846/TKU.2011.01158
張勝昌(2007)。通貨膨脹目標的貨幣政策對經濟活動影響之探討-以七個OECD組織會員國為例〔碩士論文,國立中央大學〕。華藝線上圖書館。https://www.airitilibrary.com/Article/Detail?DocID=U0031-0207200917350529

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