By Michael Tröge

Competition in credits markets isn't like festival in uncomplicated product markets. The allocation of capital is not just made up our minds by way of its rate, yet banks actively choose to whom they'll offer finance. furthermore, the supply of credits isn't really a place transaction, yet extends over a definite time period. Banks have to collect info to be able to successfully monitor debtors prior to delivering credits and to watch them through the credits dating to ensure that the credits could be paid back.

Michael Tröge develops game-theoretic and auction-theoretic types for the strategic interplay of banks within the credits marketplace. He exhibits that during slender oligopolies just one financial institution will perform unique creditworthyness checks for a company and that during very aggressive markets information regarding a borrower´s caliber can decrease a bank´s revenue. the writer additionally issues out that fairness possession of a financial institution raises the predicted rates of interest for a company and bank´s situation for an outstanding recognition could lead on to credits rationing.


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Symmetrie equilibrium with 9 bidders, >. 3, b X = 3. q (X - 1) (1 - q)"- 1 * n ).. 51) Only if q and n are srnall an increase in the nurnber of banks rnay increase the collective profit of the banking sector. The firrn's profit is changing with n as: 2 [W ( q, n) - n * 7r] = -).. (X - 1) ( 1 - q)"-I [q + (1 + q (n - 1)) ln ( 1 - q)] on F'or n ~ 1, this is positive for all q E (0, 1). i). In eqnilibriurn, deviating from this strategy while keeping the other players strategies fixed, shonld not be profitable.

3. 2. t If the auction were efficient, the firm's profit could be calculated as some constant, representing its expected profit, minus the bank's expected profits. This auction, however, is clearly not efficient as not always the buyer with the highest valuation gets the object. For high common values, outsiders with higher private values rnay drop out before insiders with lower private values, and for low common values the inverse may happen (which means that the outsider makes losses). It is easy to calculate the surplus that an efficient mechanism could create: The expected private value of the bank with the higher valuation equals p + J,P" x · 2 · (ii:E)2 = P.

46) and in case b} 7r Proof. 4. 5: Symmetrie equilibrium with 6 bidders, 3 b >. 3, X = 3. Perhaps surprisingly, in case b) the profit of each bidder does not depend on number of competitors. egies, each bank is receiving the credit with a lower probability. However, at. he same time all banks are asking higher interest rates. Both effects exactly offset each other. Without taking information acquisition into account, a higher number of banks increases the amount of information in the rnarket and leads to stronger cornpetition.

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