Attacking the vigor and effectiveness of antitrust enforcement has become increasingly popular political subject. Just last week, Senator Cory Booker released a letter to the FTC and DOJ urging them to consider the interests of workers as they evaluate the potential anticompetitive effects of a merger. In the letter, Booker warned about growth of employer “monopsony” power—in which one or more employers become such dominant players in a region or sector that they have the power to limit worker mobility and depress wages. In addition, Senator Amy Klobuchar recently introduced legislation designed to make it easier for the antitrust agencies to challenge mergers as anticompetitive. Senator Klobuchar has also proposed legislation that would require companies to pay higher fees when filing for antitrust review. And Senator Elizabeth Warren has raised significant concerns about increasing concentration in many industries and even delayed confirmation of an otherwise noncontroversial nominee to head the DOJ’s Antitrust Division to draw attention to these concerns.
A significant part of what is driving this recent interest is the release of recent research concerning growing concentration in many industries. The Economist, for instance, published a chart illustrating the “creep of consolidation across America’s corporate landscape.” The chart shows that many U.S. industries became more concentrated since 1997.
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A prominent antitrust economist, Carl Shapiro of the University of California, Berkeley, recently took a closer look at the data on which the recent expressions of concerns about antitrust enforcement are based. Although he shares concerns about rising corporate political power, Professor Shapiro is less concerned about the degree of economic power of firms in supposedly concentrating industries and remains largely confident that existing antitrust laws and antitrust enforcers can ensure that increases in market concentration do not lead to higher prices or other harm to consumers. Shapiro posits that much of what is written on the topic assumes that an increase in concentration indicates a decline in competition. However, he suggests, consider that an increase in concentration actually reflects the forces of competition at work—that firms gaining market share are relying on economies of scale and providing better value to consumers. After assessing potential policy responses to the consolidation issue, Shapiro expresses hope that the increased attention to antitrust issues will bring a continuation of strong antitrust enforcement and increased vigilance in preventing dominant firms with durable market power from engaging in business practices that exclude actual and potential competitors.
While it is not clear at this time what the political solution will be to rising corporate concentration in many industries, if any is even necessary at all, it is clear that these issues are not going away as a subject of political debate. And it is worth considering all of the facts before attempting to fix a system that may not even be broken.