Week 5 Key definitions Flashcards

1
Q

Insitutions

A

The laws and social customs governing the way people interact in society.

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2
Q

Power

A

The ability to do (and get) the things one wants in opposition to the intentions of others, ordinarily by imposing or threatening sanctions.

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3
Q

Bargaining power

A

The extent of a person’s advantage in securing a larger share of the economic rents made possible by an interaction.

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4
Q

Allocation

A

A description of who does what, the consequences of their actions and who gets what as a result.

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5
Q

Pareto criterion

A

According to the Pareto criterion, a desirable attribute of an allocation is that it be Pareto-efficient.

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6
Q

Pareto dominant

A

Allocation A Pareto dominates allocation B if at least one party would be better off with A than B, and nobody would be worse off.

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7
Q

Pareto improvement

A

A change that benefits at least one person without making anyone else worse off.

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8
Q

Pareto efficient

A

An allocation with the property that there is no alternative technically feasible allocation in which at least one person would be better off, and nobody worse off.

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9
Q

Pareto efficiency curve

A

The set of all allocations that are Pareto efficient. Often referred to as the contract curve, even in social interactions in which there is no contract, which is why we avoid the term.

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10
Q

Substantaive judgements of fairness

A

Judgements based on the characteristics of the allocation itself, not how it was determined.

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11
Q

Procedural judgements of fairness

A

An evaluation of an outcome based on how the allocation came about, and not on the characteristics of the outcome itself, (for example, how unequal it is)

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12
Q

Economic rent

A

A payment or other benefit received above and beyond what the individual would have received in his or her next best alternative (or reservation option).

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13
Q

Joint surplus

A

The sum of the economic rents of all involved in an interaction.

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14
Q

Lorenz curve

A

A graphical representation of inequality of some quantity such as wealth or income. Individuals are arranged in ascending order by how much of this quantity they have, and the cumulative share of the total is then plotted against the cumulative share of the population. For complete equality of income, for example, it would be a straight line with a slope of one. The extent to which the curve falls below this perfect equality line is a measure of inequality.

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