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Cell[CellGroupData[{
Cell["\<\
Expected Utility: Varying the degree of risk aversion when the insurance \
contract is fair\
\>", "Section"],

Cell[TextData[{
  "In this case the exponent in the utility function varies from .15 to .9 \
(i.e., \[Alpha] =.15, ",
  Cell[BoxData[
      \(\[Alpha]\^\[Prime]\)]],
  "= .9). The probability of landing in the bad state of the world is held \
constant at ",
  Cell[BoxData[
      \(\[Pi]\_B = .3\)]],
  ". The insurance contract is actuarilly fair, meaning \[Gamma] = ",
  Cell[BoxData[
      \(TraditionalForm\`\[Pi]\_B\)]],
  ". The utility function is\n\t ",
  Cell[BoxData[
      \(TraditionalForm\`\(\ 
      u(c\_\(B\ \), c\_G, \[Pi]\_\(B\ \), 1 - \ \[Pi]\_B\ ) = 
        \[Pi]\_B\ c\_B\%\[Alpha] + c\_G\%\[Alpha]\ \((1 - \[Pi]\_B)\)\)\)]],
  ".\nNote that with a fair  insurance contract, the consumer equilibrium  \
occurs at full insurance (i.e., on the 45 degree line where the consumer has \
the same consumption in both the good and bad states of the world ), even \
though the convexity of the indifference curve changes. "
}], "Text"],

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