| 研究生: |
王濬智 |
|---|---|
| 論文名稱: |
價格預期、通貨膨脹與總體均衡 無 |
| 指導教授: | 陸民仁 |
| 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: | 1980 |
| 畢業學年度: | 68 |
| 語文別: | 中文 |
| 論文頁數: | 65 |
| 中文關鍵詞: | 無 |
| 相關次數: | 點閱:198 下載:0 |
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本文的目的,在探討價格預期與通貨膨脹的關係。傳統的通貨膨脹理論,將通貨膨脹的原因,截然劃分為需求拉引與成本推動,這種二分法並不適當,所以我們放棄這種傳統的分析方式。首先從個體經濟理論出發,假定在一不完全競爭的經濟體系下,有一代表性廠商(representative firm),其目標在求利潤極大化,則我們可以設定利潤函數
F=p·q-w1=(P-w/g)q,q表實質產出,g表生產力,w表工資率。
假定預期需求函數為該廠商產品價格與其所預期其他廠商所訂價格(P^e)的零次齊次函數(homogeneous function of degree zero),則預期需求函數q=b-c(p⁄P^e )最後我們得到
△P(t)=(w(t-1))/(g(t)P(t-1)) {ẇ(t)-Ṗ^e(t)-(P^e (t))/(P^e (t-1))g(t)}+ (P^e (t))/(p(t-1)) (g(t-1))/c△1(t) +(P^e (t))/(P^e (t-1)) (1(t)g(t-1))/c
ġ(t)+{ Ṗ^e(t)-Ṗ(t-1)}
我們可將廠商最適價格上漲率△P(t)變動的原因歸納為(1)成本項(2)需求項(3)生產力項(4)預期項,我們發現如果該廠商所預期的物價上漲率超過上期的實際上漲率,則將使其最適價格上漲率增加。
由該代表性廠商的最適訂價原則,我們可以確定價格預期與物價上漲有正關係(positive relationship)。從總體經濟的觀點來看,貨幣擴張率與物價上漲率亦有正關係,而物價上漲所引起的價格預期對通貨膨脹的影響是否會使經濟體系不穩定呢?我們設定—唯貨幣論模型,包括(1)菲力浦曲線模型(Phillips curve model)(2)貨幣需求函數(3)價格預期形式,p=1/P dP/dt=a log(Y⁄Y^* )+π m=p+y-α_π^c π ̇=β(p-π)=dπ/dt式中P為物價水準,t表時間,a, α,β為常數(大於零),Y為所得水準,其成長率為y,
m為貨幣擴張率, Y^*為所得的趨勢值,π為預期物價上漲率,則模型的穩定條件為αβ<1
,與Cagan的穩定條件同。
再仿照Keynes的看法,假定大衆對物價水準有長期預期,假定對長期平均通貨膨脹率的調整為 π ̇_n=γ(p-π_n) γ>0 則π ̇=δ(π_n-p)+β(p-π),δ>0 β>0
模型的穩定條件為(Routh - Hurwitz)
C_1=γ+δ+aαδ+a(1-αβ)>0
C_2=a(γ+β-γαβ)
C_1‧C_2>γβa
從上三式可知αβ>1時,模型可能產生不穩定,但它並非不穩定的充分或必要條件。
在貨幣擴張率增加的瞬間(t_0)時,因為π ̇_n (t_0)>0,π(t_0)<0,故我們可知在貨幣擴張引起通貨膨脹的初期,實質貨幣餘額將先上升而後下降。
最後我們考慮三種貨幣政策(1)當實際所得成長率大於趨勢成長率,卽降低貨幣擴張率(2)實際物價上漲率與貨幣擴張率成反向變動(3)當預期通貨膨脹率增加時,卽降低貨幣擴張率,卽
(1) m=m_0-v(y-y^*) v>0
(2) m=m_0-up u>0
(3) m=m_0-zπ z>0
我們發現第(1)種政策的穩定條件為1>αβ,第(2)種貨幣政策的穩定條件為u>aα-1,這表示只要反饋係數(feedback coefficient)夠大,這種貨幣政策卽有效;第(3)種貨幣政策則必能滿足穩定條件。
從台灣的實證資料中,我們發現若干事實
(1)貨幣擴張率增加1%,物價上漲率僅增加0.33%左右。
(2)民國62年第Ⅱ季到63年第Ⅱ季,物價上漲極烈,實質貨幣餘額先上升後下降。
(3)台灣的通貨膨脹並非自發性的,所以控制通貨膨脹首應控制貨幣供給成長率。
論文提要1
第一章 緒論5
第二章 通貨膨脹理論的回顧8
第一節 Phillips曲綫模型10
第二節 唯貨幣論模型15
第三節 結構通貨膨脹模型18
第三章 價格預期與通貨膨脹23
第一節 個體經濟模型23
第二節 唯貨幣論模型31
第三節 貨幣政策的使用42
第四章 台灣的實證研究46
第五章 結論53
參考文獻54
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