Superstar economic models explain why celebrities receive high wages
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Reference material documents that Sherwin Rosen's economic model of superstars explains why a small number of top creators and performers earn the vast majority of earnings in their sectors.
by Sherwin Rosen, is used to explain why a small number of the artists and creators in the market, such as the celebrity A-list actors and top pop singers
Economics of the arts and literature or cultural economics (used below for convenience) is a branch of economics that studies the economics of creation, distribution, and the consumption of works of art, literature and similar creative and/or cultural products. For a long time, the concept of the "arts" were confined to visual arts (e.g., painting) and performing arts (music, theatre, dance) in
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The term "star system", coined by Sherwin Rosen, is used to explain why a small number of the artists and creators in the market, such as the celebrity A-list actors and top pop singers, earn most of the total earnings in a sector. Rosen's 1981 paper examined the economics of superstars to determine why "relatively small numbers of people earn enormous amounts of money and seem to dominate the fields in which they engage". Rosen argues that in superstar markets, "small differences in talent at the top of the distribution will translate into large differences in revenue." Rosen points out that "...sellers of higher talent charge only slightly higher prices than those of lower talent, but sell much larger quantities; their greater earnings come overwhelmingly from selling larger quantities than from charging higher prices".
In cultural industries, the uncertainty about the quality of a product plays a key role in this. The consumer does not really know how good the product is, until they have consumed it (think of a movie), and the producer is confronted with the typical uncertainty in a cultural industry. The consumer looks for guidance in the price, reputation, or a famous name on the cover or poster. As the producer understands this using a famous director, actor or singer affects demand, they are prepared to pay a lot for a name considered a sign of quality (a star). Indeed, authors like Adler and Ginsburgh have given evidence that star status is determined by chance: in a musical contest, results were highly correlated with the order of performance. This randomness has been used to explain why the labor supply in the sector remains excessive: given the extreme gains of a star, and an irrational behaviour, or particular preferences, with respect to chance, unsuccessful artists keep trying, even when they are earning their money mostly in a different trade, such as waiting tables. A second argument is the possibility of intangible returns to artists' labour in terms of social status and lifestyle. For example, even a struggling DJ spends most of their time onstage on nightclubs and raves, which for some people is a desirable outcome.
We provide a Bayesian inference for a mixture of two Pareto distributions which is then used to approximate the upper tail of a wage distribution. The model is applied to the data from the CPS Outgoing Rotation Group to analyze the recent structure of top wages in U.S. from 1992 through 2009. We found enormous earnings inequality between the very highest wage earners (“the superstars”), and the other high wage earners. These findings are largely in accordance with the alternative explanations combining the model of super-stars and the model of tournaments in hierarchical organization structure
How are optimal taxes affected by superstar phenomena? To answer this question, we extend the Mirrlees model to incorporate an assignment problem in the labor market that generates superstar effects. Perhaps surprisingly, rather than providing a rationale for higher taxes, we show that superstar effects provide a force for lower marginal taxes conditional on the observed distribution of earnings. Superstar effects make the earnings schedule convex, which increases the responsiveness of individual earnings to tax changes. We show that various common elasticity measures must be adjusted upward i
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