Discuss, prove or disprove: winners & losers in oil production

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SUMMARY

The forum discussion centers on the implications of a government auction for oil exploration rights, where bidders face a symmetric distribution of net present value (NPV) with a mean M. The auction rules stipulate no reserve price, meaning even a zero bid can result in a sale. The assertion made by a newspaper editor that "the winner will be a loser" invites analysis of the economic principles at play, particularly regarding winner's curse phenomena in competitive bidding scenarios. With at least 30 bidders expected, the discussion explores the validity of this claim through theoretical and practical lenses.

PREREQUISITES
  • Understanding of auction theory and bidding strategies
  • Familiarity with net present value (NPV) calculations
  • Knowledge of symmetric distributions in probability
  • Basic principles of economic competition and market behavior
NEXT STEPS
  • Research the concept of the winner's curse in auction theory
  • Explore advanced bidding strategies in competitive auctions
  • Study the implications of asymmetric information in bidding scenarios
  • Analyze case studies of real-world oil auction outcomes
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Economists, auction theorists, oil industry analysts, and anyone interested in competitive bidding strategies and market dynamics.

EnumaElish
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Government holds an auction to sell the right for oil exploration (and exploitation, if any found) on a tract of land to the highest bidder. Rules are: no reserve price; highest price wins and is paid; there will be a sale even if a single bidder shows up and bids zero.

All potential bidders have the same probability distribution for the net present value (NPV) of the oil accessible from the tract. Suppose it is a symmetric distribution with mean M. (Assume that a number of independent engineering studies have confirmed that the likelihood of NPV > M is equal to that of NPV < M.)

At least 30 potential bidders are expected to bid.

A day before the auction, a hot shot newspaper editor claims that "the winner will be a loser."

Discuss, prove or disprove.
 
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Homework problem?
 
rachmaninoff said:
Homework problem?
It can be. I intended it as a fun & games kind of problem.