On the Style Used by Keynes in Presenting His IS-LM(LP) Model in Chapter 21 of the General Theory: Literary Prose, Formal Mathematics or Both?

M. E. Brady
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Abstract

Keynes’s style in presenting his technical analysis in the General Theory was not purely mathematical or purely literary. It was a blend of both. This is especially the case when Keynes decided to bring all of the elements in his IS-LM(LP) model together in section four of chapter 21 of the General Theory after he had gone over the underlying D-Z model in chapter 20 of the General Theory. Keynes incorporated uncertainty and expectations within the theory of purely competitive firms in his D-Z model. Keynes deployed the standard, technical exposition of the goal of (expected) profit maximization using the necessary and sufficient first and second order marginal conditions. This allowed Keynes to derive his Aggregate Supply Curve, a locus of all expected D and Expected Z outcomes that represents a set of multiple equilibria.

Keynes’s IS-LM(LP) model of chapter 21 DOES NOT deal with uncertainty and expectations, although Keynes does show how to do so within the context of chapter 20 when he extends his D-Z model of chapter 20 on pp.304-306 of chapter 21 to incorporate the LM curve in his elasticity analysis dealing with the elasticity ed.

There are NOT two different competing models in the General Theory, since the IS-LM(LP) model in chapter 21 is built on the foundation of the D-Z model chapter 20.

Keynes’s style of presentation has created a great deal of difficulty for economists looking for either a purely mathematical exposition or looking for a purely Marshallian, literary exposition. In fact, Keynes blends both together.

Mainstream economists, like Dimand, Young, Hoover, de Vroey, and Rubin, claim that there was no IS-LM model in the GT. They agree with the Post Keynesian school. Their differences with the Post Keynesian position is that they claim that it was Hicks, Harrod, Meade, or Lange, or some combination of the four, who tediously gathered all of the scattered parts of Keynes’s verbal, literary, prose, non formal, non mathematical, Marshallian analysis from the GT and created the IS-LM model in 1937. It is unclear to this author how these types of “interpretations” were ever taken seriously by the economics profession.

Keynes’s mathematical constructions supporting the three elements listed on pp.298-299 are in the GT explicitly on p.115, p.137 and p.199. It is unclear to me how Keynes’s system of equations was supposedly strewn throughout the GT for Hicks, Harrod, Meade, and Lange to dig out and reconstitute. What exactly is being reconstituted by Hicks, Harrod, Meade and Lange?
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论《通论》第21章凯恩斯提出IS-LM(LP)模型的风格:文学散文、形式数学还是两者兼而有之?
凯恩斯在《通论》中提出他的技术分析的风格不是纯粹的数学或纯粹的文学。这是两者的结合。当凯恩斯在《通论》第20章中复习了基础的D-Z模型后,他决定在《通论》第21章第4节中把他的is - lm (LP)模型中的所有元素结合在一起时,情况尤其如此。凯恩斯在他的D-Z模型中把不确定性和预期纳入了纯竞争企业理论。凯恩斯利用必要和充分的一级和二级边际条件,对(预期)利润最大化的目标进行了标准的、技术性的阐述。这使得凯恩斯能够推导出他的总供给曲线,这条曲线是所有预期D和预期Z结果的轨迹,代表了一组多重均衡。凯恩斯的is - LM模型(LP)模型21章不处理不确定性和预期,尽管凯恩斯的上下文中显示这样做第20章第20章当他延伸D-Z模型pp.304 - 306 21章将LM曲线的弹性分析处理弹性ed.There不是两种不同的竞争模型的一般理论,从21章的is - LM模型(LP)模型是建立在第20章D-Z模型的基础。凯恩斯的演讲风格给经济学家们带来了很大的困难,无论是寻找一个纯粹的数学解释,还是寻找一个纯粹的马歇尔式的文学解释。事实上,凯恩斯将两者融合在一起。主流经济学家,如迪曼、杨、胡佛、德弗罗伊和鲁宾,声称GT中没有IS-LM模型。他们同意后凯恩斯学派。他们与后凯恩斯主义立场的不同之处在于,他们声称是希克斯、哈罗德、米德或兰格,或这四人的某种组合,乏味地收集了凯恩斯的口头、文学、散文、非正式、非数学、马歇尔式分析的所有零散部分,并在1937年创建了is - lm模型。作者不清楚这些类型的“解释”是如何被经济学专业人士认真对待的。凯恩斯支持第298-299页列出的三个要素的数学结构,在《总论》第115页、第137页和第199页都有明确的表述。我不清楚凯恩斯的方程组是如何散布在整个GT时代,让希克斯、哈罗德、米德和兰格去挖掘和重建的。希克斯、哈罗德、米德和兰格到底在重组什么?
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