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This page compares the properties of several typical utility functions of divisible goods. These functions are commonly used as examples in consumer theory . The functions are ordinal utility functions, which means that their properties are invariant under positive monotone transformation .
Excludability was originally proposed in 1954 by American economist Paul Samuelson where he formalised the concept now known as public goods, i.e. goods that are both non-rivalrous and non-excludable. [1] Samuelson additionally highlighted the market failure of the free-rider problem that can occur with non
Wild fish stocks are a rivalrous good, as the amount of fish caught by one boat reduces the number of fish available to be caught by others. In economics, a good is said to be rivalrous or a rival if its consumption by one consumer prevents simultaneous consumption by other consumers, [1] or if consumption by one party reduces the ability of another party to consume it.
Consumers can take advantage of public goods without contributing sufficiently to their creation. This is called the free rider problem, or occasionally, the "easy rider problem". If too many consumers decide to "free-ride", private costs exceed private benefits and the incentive to provide the good or service through the market disappears.
Many forms of price discrimination are legal, but in some cases charging consumers different prices for the same goods is illegal. For example, in the United States, the Robinson–Patman Act makes price discrimination illegal in certain anti-competitive interstate sale of commodities.
Excludability describes the characteristic regarding whether a good can be withheld from certain consumers. In terms of the same good, rivalry describes its accessibility to competing consumers. The combination of excludability and rivalry as parameters is reflected through various types of property rights.
Through differentiation consumers gain greater value from a product, however this leads to increased demand and market segmentation which can cause anti-competitive effects on price. [ 13 ] From this perspective greater diversity leads to more choices which means each individual can purchase a product better suited to themselves, the negative ...
Often these goods exhibit high excludability, but at the same time low rivalry in consumption. Thus, club goods have essentially zero marginal costs and are generally provided by what is commonly known as natural monopolies. [2] Furthermore, club goods have artificial scarcity. Club theory is the area of economics that studies these goods. [3]