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Inequality Aversion Advantage Disadvantage Term Tool

Two-person Fehr-Schmidt-shaped utility with explicit penalty weights, without estimating preferences.

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Description

Return a two-person inequality-aversion utility term.

Decision models distinguish monetary payoffs, probabilities, model values and subjective equivalents. Discounting, probability weighting and reference-dependent utility terms depend on supplied parameters and cannot by themselves establish actual preferences or an appropriate allocation.

Return a two-person inequality-aversion utility term.

When to use this tool

Use Inequality Aversion Advantage Disadvantage Term when evaluating the stated decision-model, lottery or discount contribution.

How to use the tool and how it works

  1. Enter ownPayoff, otherPayoff, disadvantageWeight, advantageWeight. Use the units and conventions below.
  2. Run the tool. Correct any format, range, or cross-field input error before interpreting the output.
  3. Read disadvantagePenalty, advantagePenalty, utility. Use the output convention below.

Return a two-person inequality-aversion utility term. Require nonnegative weights; disadvantage penalizes max(0,other-own), advantage penalizes max(0,own-other), utility subtracts both weighted terms from own payoff.1

Input fieldMeaning and unitsAccepted input
ownPayoffOwn PayoffRequired. Finite number.
otherPayoffOther PayoffRequired. Finite number.
disadvantageWeightDisadvantage WeightRequired. Finite number; minimum 0.
advantageWeightAdvantage WeightRequired. Finite number; minimum 0.
Output fieldInterpretationReturned shape
disadvantagePenaltyDisadvantage PenaltyRequired. Finite number.
advantagePenaltyAdvantage PenaltyRequired. Finite number.
utilityUtilityRequired. Finite number.
json
{
  "input": {
    "ownPayoff": 10,
    "otherPayoff": 20,
    "disadvantageWeight": 0.5,
    "advantageWeight": 0.25
  },
  "output": {
    "disadvantagePenalty": 5,
    "advantagePenalty": 0,
    "utility": 5
  }
}

Limitations and assumptions

  • Parameters and payoffs are supplied; no empirical preference fit, interpersonal comparability or appropriate allocation is established.
  • Inputs must satisfy both the field types and the cross-field conditions above. Invalid input causes an error; a successful false flag or documented placeholder is a different result.
  • Numeric calculations use binary floating point unless exact decimal-integer arithmetic is explicitly stated. No hidden measurement tolerance or decimal rounding is added; nonfinite or out-of-contract results are rejected. Numeric signed-zero results are exported as zero.

Alternative or Complementary methods

Fit and validate an appropriate complete decision model against relevant observations; distinguish model scores from money and assess actual financial choices separately.

References

  1. Calculation and input contract: behavioral-economics/inequality-aversion-advantage-disadvantage-term — tool.io

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