| 1. | For any other utility function you have to nontrivially use dynamic programming.
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| 2. | Then we maximize the expected value of a concave expected utility function.
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| 3. | Notable special cases of HARA utility functions include the isoelastic utility function.
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| 4. | A possible utility function for this case is given at the right.
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| 5. | The coefficients of the utility function are estimated using alternative regression-based tools.
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| 6. | The constant elasticity utility function in this context is generally written as
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| 7. | A typical utility function for this case is given at the right.
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| 8. | Notable special cases of HARA utility functions include the isoelastic utility function.
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| 9. | The utility function of buyer i is denoted by u _ i.
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| 10. | Individual preference can be modeled in terms of an economic utility function.
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