UPSC MainsECONOMICS-PAPER-I202020 Marks
Q29.

Explain how Keynesian speculative demand for money is restated in regressive expectation model. Point out its limitations.

How to Approach

This question requires a detailed understanding of Keynesian economics, specifically the speculative demand for money, and how it's refined by the regressive expectations model. The answer should begin by explaining Keynes's original concept, then delve into the regressive expectations model, highlighting its differences and improvements. Finally, it should critically evaluate the limitations of the regressive expectations model. A comparative approach, potentially using a table, would be beneficial.

Model Answer

0 min read

Introduction

John Maynard Keynes, in his *General Theory of Employment, Interest and Money* (1936), revolutionized macroeconomic thought by emphasizing the role of aggregate demand in determining economic output and employment. A crucial component of his theory is the demand for money, which he categorized into transaction, precautionary, and speculative motives. The speculative demand, driven by expectations about future interest rate movements, is central to this question. However, Keynes’s initial formulation was criticized for its instability. The regressive expectations model, developed by scholars like Clower and later refined by others, attempts to address these shortcomings by incorporating a more realistic assumption about how expectations are formed. This answer will explain how the regressive expectations model restates Keynesian speculative demand and its inherent limitations.

Keynesian Speculative Demand for Money

Keynes argued that individuals hold money not just for transactions but also as a speculative asset. If individuals expect interest rates to rise (and bond prices to fall), they will prefer to hold money rather than bonds, anticipating a capital loss on bonds. Conversely, if they expect interest rates to fall (and bond prices to rise), they will prefer to hold bonds. This creates a speculative demand for money, which is inversely related to the current interest rate. At a sufficiently low interest rate, the speculative demand becomes infinitely elastic – a ‘liquidity trap’ – as individuals believe rates can only rise, making bonds unattractive.

The Regressive Expectations Model

The regressive expectations model, also known as the adaptive expectations model, offers a more nuanced view of expectation formation. Unlike Keynes’s assumption of perfectly rational expectations, it posits that individuals form expectations based on past values of the variable in question. Specifically, expectations of future interest rates are a weighted average of past interest rates, with greater weight given to more recent observations. This means expectations are ‘regressive’ – they tend to lag behind actual changes.

How it Restates Keynesian Demand

The regressive expectations model restates Keynesian speculative demand in the following ways:

  • Stability: It introduces stability into the speculative demand. Keynes’s model could lead to unstable equilibria, where even small shocks could trigger large fluctuations in money demand. The regressive expectations model dampens these fluctuations because expectations adjust gradually.
  • Realistic Expectations: It acknowledges that individuals don’t have perfect foresight. They rely on past data, making their expectations more realistic and less prone to sudden, drastic shifts.
  • Gradual Adjustment: The model implies a gradual adjustment of portfolios. Individuals don’t immediately shift all their funds based on a single interest rate change; they adjust gradually as their expectations evolve.

Mathematical Representation (Simplified)

Let:

  • it = Interest rate in period t
  • ite = Expected interest rate in period t
  • α = Weighting factor (0 < α < 1)

Then, ite = α * it-1 + (1 - α) * it-1e. This equation shows that the expected interest rate is a weighted average of the previous period’s actual interest rate and the previous period’s expected interest rate.

Limitations of the Regressive Expectations Model

Despite its improvements, the regressive expectations model has several limitations:

  • Rationality Assumption: While less stringent than Keynes’s perfect rationality, it still assumes a degree of rationality. Individuals are assumed to use past data systematically, which may not always be the case. Behavioral economics demonstrates that psychological biases can significantly influence expectations.
  • Lagged Response: The lagged response can be a drawback. If there’s a fundamental shift in the economic environment, the model may underestimate the speed of adjustment, leading to inaccurate predictions.
  • Parameter Stability: The weighting factor (α) is assumed to be constant, but it may vary over time depending on factors like information availability and economic uncertainty.
  • Ignoring New Information: The model primarily relies on past data and doesn’t explicitly incorporate new information or ‘news’ that might affect expectations.
  • Oversimplification: It’s a simplification of a complex process. Expectations are influenced by a multitude of factors, including government policies, global events, and consumer sentiment, which are not fully captured in the model.
Feature Keynesian Speculative Demand Regressive Expectations Model
Expectation Formation Perfectly Rational Adaptive (based on past data)
Stability Potentially Unstable More Stable
Adjustment Instantaneous Gradual
Realism Less Realistic More Realistic

Conclusion

The regressive expectations model represents a significant refinement of Keynes’s speculative demand for money by introducing a more realistic and stable framework for expectation formation. While it addresses some of the shortcomings of the original Keynesian model, it is not without its limitations. The model’s reliance on past data, assumption of parameter stability, and neglect of new information restrict its predictive power. Modern macroeconomic models often incorporate more sophisticated expectation mechanisms, such as rational expectations and behavioral models, to overcome these limitations and provide a more accurate representation of how expectations influence economic behavior.

Answer Length

This is a comprehensive model answer for learning purposes and may exceed the word limit. In the exam, always adhere to the prescribed word count.

Additional Resources

Key Definitions

Liquidity Trap
A situation in Keynesian economics where an increase in the money supply fails to lower interest rates and stimulate economic activity because people hoard the additional money instead of investing or spending it.
Adaptive Expectations
A theory of expectations formation in which people base their expectations about the future on past values of the variable in question, adjusting them gradually as new information becomes available.

Key Statistics

In 2023, the US Federal Reserve held approximately $8.27 trillion in assets, including Treasury securities and agency mortgage-backed securities, reflecting its use of monetary policy tools to influence interest rates and liquidity (Source: Federal Reserve Board, as of knowledge cutoff 2023).

Source: Federal Reserve Board

India's M3 money supply (broad money) grew by 12.6% year-on-year in November 2023, indicating a significant increase in the overall money circulating in the economy (Source: Reserve Bank of India, as of knowledge cutoff 2023).

Source: Reserve Bank of India

Examples

Japan's Lost Decade

Japan experienced a prolonged period of economic stagnation in the 1990s, often referred to as the "Lost Decade," partly due to a liquidity trap. Despite near-zero interest rates and quantitative easing, the economy struggled to recover, as consumers and businesses remained reluctant to spend and invest.

Frequently Asked Questions

How does the regressive expectations model relate to the Phillips Curve?

The regressive expectations model can be applied to the Phillips Curve, suggesting that expectations about inflation influence the trade-off between inflation and unemployment. If individuals expect inflation to remain stable, the short-run Phillips Curve is steeper. However, if expectations adjust slowly (regressively), policymakers may have some room to maneuver in the short run.