Cognitive Economics Definition: Taking seriously data other than - - PowerPoint PPT Presentation

cognitive economics
SMART_READER_LITE
LIVE PREVIEW

Cognitive Economics Definition: Taking seriously data other than - - PowerPoint PPT Presentation

Cognitive Economics Definition: Taking seriously data other than actual choices in the wild. Must be linked back to actual choices in the wild. Analogous to Cognitive Psychology vs. B.F. Skinner. Complementary to Psychological


slide-1
SLIDE 1

Cognitive Economics

  • Definition: Taking seriously data other than

actual choices in the wild.

  • Must be linked back to actual choices in the wild.
  • Analogous to Cognitive Psychology
  • vs. B.F. Skinner.
  • Complementary to Psychological Economics,

since loosening the constraints on the utility function raises the value of additional data.

slide-2
SLIDE 2

Examples of Cognitive Economics

  • Experimental Economics.
  • Neuroeconomics.
  • Survey measures of expectations.
  • Survey measures of preference

parameters based on hypothetical choices.

  • Happiness research.
slide-3
SLIDE 3

Labor Supply: Are the Income and Substitution Effects Both Large or Both Small?

Miles Kimball and Matthew Shapiro

slide-4
SLIDE 4

Why Study the Elasticity of Labor Supply?

  • Labor Economics: Labor supply elasticities are

key parameters for labor economics. The existing literature is not definitive on its value.

  • Macroeconomics: The Frisch labor supply

elasticity is a key parameter in business cycle

  • models. Ideally, to avoid macroeconomic data-

mining, it should be identified from microeconomic data.

  • Public Finance: The labor supply elasticity is a

key parameter for public finance in determining the size of the distortions caused by labor taxation.

slide-5
SLIDE 5

Two Slides in Honor of Ed Prescott: “Theory Ahead …”

  • One of the early formative experiences in my

professional life was seeing Ed Prescott present “Theory Ahead of Business Cycle Measurement” at an EF meeting with Larry Summers as discussant.

  • Among other things, Summers criticized Prescott’s

parameter values. For the labor supply elasticity, the controversial issue is that Prescott calibrates his labor supply elasticity by assuming that the marginal expenditure share of leisure is equal to the average expenditure share of leisure.

  • If this is not true, a direct measure of the marginal

expenditure share of leisure is needed. That is what we try to provide.

slide-6
SLIDE 6

“Why Do Americans Work So Much More Than Europeans?”

  • Prescott’s recent op-ed in the WSJ advertised

the web link. The site was slow.

  • Prescott does not estimate the labor supply

elasticity, but shows that if one calibrates the marginal expenditure share of leisure at 1.54/(1+1.54) = .606, differences in marginal tax rates are enough to explain why labor hours are now lower in Europe than in the U.S. and Japan. (In the early 70’s Europeans worked just as much when they faced more similar tax rates.)

  • Kimball and Shapiro estimate a marginal

expenditure share of leisure of .581 (Table 11).

slide-7
SLIDE 7

Areas of Agreement and Disagreement about Labor Supply

  • There is wide agreement that the income

and substitution effects approximately cancel (i.e., that the long-run elasticity of labor supply is close to zero).

  • Most labor economists believe the income

and substitution effects are both small.

  • Most macroeconomists believe the income

and substitution effects are both large.

slide-8
SLIDE 8

Evidence that the Long-Run Elasticity of Labor Supply ≈ 0

  • Cross-National Evidence: A 10-fold difference in

wages from poor to rich countries may reduces the workweek from about 44 hours to about 39 hours.

  • The Time Trend: A 3-fold increase in real

wages has accompanied a decline in male hours and an increase in female hours, but only a modest decline in overall hours.

  • Cross-Sectional Evidence: Large differences in

the real wage are associated with modest differences in labor hours. This is true with or without individual fixed effects.

slide-9
SLIDE 9

Strategy of this Research

1. Theory: Develop a theoretical framework that imposes a zero long-run elasticity of labor supply, while allowing for

  • Intertemporal optimization
  • Integration of spousal labor supply decisions
  • Nonseparability between consumption and

labor

  • Fixed cost of going to work
slide-10
SLIDE 10

Strategy of this Research (cont.)

  • 2. Empirics: Experimental survey approach:
  • Collect survey data on how a household would

respond to winning a sweepstakes

  • Compare the change in labor hours after

winning the sweepstakes to the implied change in consumption after winning the sweepstakes

  • Adjust for the change in job-induced

consumption Ji to get the change in baseline consumption B = C – Σ Ji

  • Frisch elasticity = -∆ ln(N)/∆ ln(B)
slide-11
SLIDE 11

Dealing with Quits

  • The implication of a quit for consumption needs

no adjustment

  • The fixed cost is calibrated to match the fact that

many people work 20 hours per week, but few people work between 1 and 19 hours per week.

  • If someone quits, we infer that, absent the fixed

cost, they would have wanted to work less than 19 hours per week.

  • This gives a lower bound for the labor supply

elasticity of someone who quits after winning the sweepstakes.

slide-12
SLIDE 12

Lottery Question: Suppose you won a sweepstakes that will pay you [and your (husband/wife/partner)] an amount equal to your current family income every year for as long as you [or your (husband/wife/partner)]

  • live. We’d like to know what effect the

sweepstakes money would have on your life. Would [you/your(husband/wife/partner)] Quit work entirely? If not, would you work fewer hours? If work fewer hours, how many fewer hours?

slide-13
SLIDE 13

Overall Results:

56% Quit 21% No change 23% Reduce hours

slide-14
SLIDE 14

Review of Elasticity Concepts in the Frictionless Case:

  • 1. Raw Marginal Propensity to Earn MPE: (Absolute value
  • f) W ∆ N / ∆ Y
  • 2. Marginal Expenditure Share of Leisure ℓ: fraction of an

extra dollar spent on leisure = |local MPE|

  • 3. Utility Constant Elasticity ηU: Theoretical Substitution

Effect

  • 4. Consumption Constant Elasticity ηC: Elasticity of

Ns(W/C)

  • 5. Frisch Elasticity ηλ: Intertemporal Elasticity of

Substitution for Labor

  • 6. Uncompensated Elasticity ηx: Labor supply elasticity

when all extra labor income goes to consumption

slide-15
SLIDE 15

Calibrating Consumption-Leisure Substitutability α

  • Theoretically equal to the drop in

consumption at planned retirement as a fraction of the decline in labor income at retirement.

  • Hamermesh (1984): 15%
  • Banks, Blundell and Tanner (1998): 35.2%
  • Bernheim, Skinner and Weinberg (2001):

30% (probably not all planned)

  • Hurd and Rohwedder (2003): 15%
slide-16
SLIDE 16

Contrasting Estimates

  • This evidence points to a large income effect.

On the assumption that income and substitution effects are equal, it also implies a large substitution effect.

  • When we translate that substitution effect into a

Frisch elasticity and adjust for censoring, we find η=1.

  • By contrast, most estimates in the Labor

literature for both the income and substitution effects are small, implying η<.3.

  • What is going on? Some clues:
slide-17
SLIDE 17

Mulligan (1998)

Finds a high Frisch elasticity in data on life- cycle intertemporal substitution by

  • 1. Including older workers, who have

declining wages and declining hours, (other authors exclude them because of selection worries)

  • 2. Explaining the low comovement of hours

and wages early in lifecycle by on-the-job training

slide-18
SLIDE 18

Experimental and Quasi- Experimental Elasticity Estimates

  • Oettinger (1999): Baseball park vendors

respond quite elastically to changes in effective wages from level of attendance

  • Farber (2003): Taxicab driver’s supply responds

strongly to high-frequency variation in the implicit wage (critical of Camerer, Babcock, Loewenstein and Thaler (1997)

  • Fehr and Gotte (2002): Elastic behavior of

bicycle messengers.

slide-19
SLIDE 19

Imbens, Ruben and Sacerdote (2001)

  • Survey of state lottery winners
  • Individual data (decision not to collect data
  • n spouse behavior)
  • Quadratic term to deal with floor of zero on

labor hours

  • Raw MPE of .291 for the 55—65 age

group, compared to .373 in our data

  • Lower raw MPE for younger winners, but

with a substantial standard error

slide-20
SLIDE 20

Why Does Experimental Evidence Give a Different Answer?

  • Institutional frictions often inhibit individual labor

supply responses to small variations in the real wage or in wealth.

  • Experimental, quasi-experimental and

experimental survey evidence involves large variations in the real wage or in wealth, or circumstances with few institutional frictions.

  • Exception: In negative-income tax experiments,

medium-sized changes in the real wage met substantial institutional frictions that inhibited labor supply responses.

slide-21
SLIDE 21

Econometric versus Experimental Survey Methodology

1. Strength of signal:

  • The signal for identifying the long-run elasticity
  • f labor supply is very strong.
  • By contrast, the variation for identifying the

income and substitution effects separately yields only a weak signal in standard data.

  • By construction, the experimental survey

methodology involves a large amount of relevant variation and so a strong signal.

slide-22
SLIDE 22

Econometric versus Experimental Survey Methodology (cont.)

  • 2. Other problems with standard

econometric methodology:

  • A small signal may get further attenuated

by institutional frictions

  • Measurement error in wages and hours

(reporting error, systematic rounding error, division biases, allocational/observed, temporary/permanent)

  • Endogeneity
slide-23
SLIDE 23

Econometric versus Experimental Survey Methodology (cont.)

  • 3. Strengths of Experimental Survey Methodology:
  • The shock is totally exogenous. All respondents

receive the same treatment.

  • The shock is large enough to overcome frictions.
  • Robust to ordinary measurement error because
  • nly the levels of standard data figure into

identification.

  • “Within” estimator: differences out unobserved

factors like the panel approach, but no need to assume time invariance of unobserved factors.

slide-24
SLIDE 24

Econometric versus Experimental Survey Methodology (cont.)

  • 4. Weakness of Experimental Survey

Methodology:

  • Response error to hypothetical questions
  • Survey methodology issues, such as

framing, ordering and mode effects

slide-25
SLIDE 25

Econometric versus Experimental Survey Methodology: Summary

  • Unlike econometric treatment of standard data,

Experimental Survey Methodology can guarantee large, exogenous variation in relevant variables.

  • Despite the error in responses, the sampling

variation in responses is a non-issue given the strong signal for 1388 workers.

  • Remaining issue #1: systematic biases in

responses?

  • Remaining issue #2: theoretical interpretation of

the results.

slide-26
SLIDE 26

How Preferences and Opportunity Might Jointly Determine Outcomes

  • The underlying labor supply elasticity is

substantial.

  • Over the long-run, this “deep parameter” would

lead to institutional adjustments to accommodate changing hours preferences due to taxes, etc.

  • In the short-run, idiosyncratic changes in desired

labor supply are inhibited by institutional frictions.

  • Because firms can coordinate work, firm-initiated

changes in labor hours face weaker frictions. Thus, firms vary hours cyclically in accordance with workers’ underlying labor supply elasticities.

slide-27
SLIDE 27

Conclusion:

1. Income and substitution effects approximately cancel 2. Hypothetical responses to large wealth shocks indicate that the income effect is large 3. We infer that the substitution effect is also large. 4. We attribute results to the contrary in the labor literature to a combination of

  • standard econometric problems plus
  • the genuine economic phenomenon of institutional

frictions, which makes the response to small shocks smaller than one would expect in a frictionless world.

  • 5. Institutional frictions imply that the large elasticities we

find are relevant for some questions but not others.