The Demand and Supply for Money [M=L(r) ] is not the Demand and Supply for Liquidity[M=M1plus M2=L1(Y) plus L2(r) {=L}

M. E. Brady
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引用次数: 0

Abstract

A major confusion among economists ,who have been writing on the General Theory since 1936,is to confuse the Demand and Supply for Money [M=L(r) ] with the Demand and Supply for Liquidity[M=M1plus M2=L1(Y) plus L2(r) {=L}.


Chapter 13 of the General Theory concentrates exclusively on the second of the two constituents which, together, determine the equilibrium rate of interest. The first constituent, the mec and investment multiplier, determines the IS equation(curve). Keynes dealt with this in chapters 8-12 of the General Theory. Keynes made it very clear that in chapter 13 he was going to deal exclusively with the second constituent, liquidity preference ,which had been ignored by classical economists. Chapter 15 puts both of the constituents together .In Chapter 14 of the General Theory , Keynes demonstrated on pp.179-182 that the neoclassical theory of the rate of interest generated a single downward sloping curve in (Y,r ) space.Neoclassical theory had NO Liquidity Preference Function curve or what Hicks called LL and Hanson called LM.

The belief that Keynes’s theory of the rate of interest is denoted by

M=L(r),

as argued by Hawtrey, Viner, Robertson, Robinson, and Ahiakpor, is false. Keynes’s theory of the rate of interest is given by three mathematical, simultaneous equations presented on pp.298-299 of the GT.The missing equation needed by the classical school is


M = M1 plus M2 = L1( Y) plus L2(r)[=L;author’s insert].


The equation M=L(r) is not the equation Harrod was talking about in his August 30th, 1935 letter to Keynes,a letter that Akiakpor had to have read in 1999 in preparation for his response to O’Donnell(1999).

It is impossible to graph M=L(r) in (Y,r) space


Only M = M1 plus M2 = L1( Y) plus L2(r)[=L;author’s insert] can be graphed in (Y,r) space.

Finally,Keynes incorporated the IS function implicitly into the Liquidity Preference Function by using L 1( Y).That allowed Keynes to talk about the demand and supply for liquidity,as opposed to the demand and supply for money.Keynes’s responses to Joan Robinson in late August –November,1936 concentrated on her complete misunderstanding of the theory of liquidity preference .It shows that Joan Robinson interpreted Keynes’s discussion of the demand and supply for liquidity as being the same thing as the demand and supply for money.

The demand and supply for money is not the same thing as the demand and supply for liquidity.



货币需求和供给[M=L(r)]不是流动性的需求和供给[M= m1 + M2=L1(Y) + L2(r) {=L}
自1936年以来一直在撰写通论的经济学家的一个主要困惑是,将货币的需求和供给[M=L(r)]与流动性的需求和供给[M= m1 + M2=L1(Y) + L2(r) {=L}混淆。《通论》第13章专门集中讨论决定均衡利率的两个要素中的第二个要素。第一个组成部分,mec和投资乘数,决定了IS方程(曲线)。凯恩斯在《通论》第8-12章中讨论了这个问题。凯恩斯在第13章中说得很清楚,他将专门讨论第二个要素,流动性偏好,这被古典经济学家忽略了。在《通论》第14章中,凯恩斯在第179-182页证明了新古典主义的利率理论在(Y,r)空间中产生了一条向下倾斜的曲线。新古典理论没有流动性偏好函数曲线Hicks称之为LL, Hanson称之为LM。Hawtrey、Viner、Robertson、Robinson和Ahiakpor认为凯恩斯的利率理论用M=L(r)表示是错误的。凯恩斯的利率理论是由三个数学方程给出的,在gt第298-299页,经典学派需要的缺失方程是M = M1 + M2 = L1(Y) + L2(r)[=L;作者插入语]。方程M=L(r)不是哈罗德在1935年8月30日给凯恩斯的信中所说的方程,这封信是阿卡波在1999年读过的,为他对奥唐奈(O’donnell, 1999)的回应做准备。不可能在(Y,r)空间中绘制M=L(r)的图,只有M= M1 + M2 = L1(Y) + L2(r)[=L;作者插入]可以在(Y,r)空间中绘制。最后,凯恩斯通过使用l1 (Y)将IS函数隐式地纳入流动性偏好函数,这使得凯恩斯可以讨论流动性的需求和供给,而不是货币的需求和供给。1936年8月下旬至11月,凯恩斯对琼·罗宾逊的回应集中在她对流动性偏好理论的完全误解上,表明琼·罗宾逊将凯恩斯关于流动性需求和供给的讨论理解为与货币需求和供给是一回事。货币的需求和供给不同于流动性的需求和供给。
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