Showing 1 - 10 results of 10 for search 'Carroll, Christopher D.', 查詢時間: 0.01s Refine Results
  1. 1

    A theory of the consumption function, with and without liquidity constraints (expanded version) 由 Carroll, Christopher D.

    出版 2001
    圖書

    A theory of the consumption function, with and without liquidity constraints (expanded version)
  2. 2

    Precautionary saving and the marginal propensity to consume out of permanent income 由 Carroll, Christopher D.

    出版 2001
    圖書

    Precautionary saving and the marginal propensity to consume out of permanent income
  3. 3

    Individual learning about consumption 由 Allen, Todd W.

    出版 2001
    圖書

    Individual learning about consumption
  4. 4

    Portfolios of the rich 由 Carroll, Christopher D.

    出版 2000
    圖書

    Portfolios of the rich
  5. 5

    'Risky habits' and the marginal propensity to consume out of permanent income, or, how much would permanent tax cut boost Japanese consumption? 由 Carroll, Christopher D.

    出版 2000
    圖書

    'Risky habits' and the marginal propensity to consume out of permanent income, or, how much would permanent tax cut boost Japanese consumption?
  6. 6

    Why do the rich save so much? 由 Carroll, Christopher D.

    出版 1998
    Click here to download the fulltext
    圖書

    Why do the rich save so much?
  7. 7

    Does cultural origin affect saving behaviorn evidence from immigrants 由 Carroll, Christopher D.

    出版 1998
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    圖書

    Does cultural origin affect saving behaviorn evidence from immigrants
  8. 8

    Comparison utility in a growth model 由 Carroll, Christopher D.

    出版 1997
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    圖書

    Comparison utility in a growth model
  9. 9

    Buffer-stock saving and the life cycle/permanent income hypothesis 由 Carroll, Christopher D.

    出版 1997
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    圖書

    Buffer-stock saving and the life cycle/permanent income hypothesis
  10. 10

    Death to the log-linearized consumption Euler equation (and very poor health to the second-order approximation). 由 Carroll, Christopher D.

    出版 1997
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    圖書

    Death to the log-linearized consumption Euler equation (and very poor health to the second-order approximation).

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