This auction design is in ascending form. It is meant for a number of homogeneous
items. Very good results are seen in the
dynamic auction. The dynamic system is
used for selling electricity. It is sold
by means of auction. The seller must
know the frequency of the auction. The
timing of the contract should be known.
An auction model should be used.
This model must be dynamic. We
must know the relation between the evaluation of the bidder and the right
frequency. The rate of auction must rise
and there is decline in persistency. We
find a collusion among the bidders.
There is a reversal of the comparative statics.
Procedure of Auction
In a market, the goods as well as services are sold through
auctions one after another. So the
person organizing the auction should carry out a scheme that is dynamic. The single auction is preferred. The bidders have their competition once. No future association is observed. A noncompetitive outcome in equilibrium is
seen. Now the question arises as to how
the bidder should examine the frequency of the auction.
Efficiency of Bidder
If we consider the efficiency, we raise the time the product
is held by the bidder. There are large
packages in the contract. As a result,
there is more profit. This is seen in
the deviator and we observe an aggressive bidding.
Intuition of Bidding
This is an intuitive process. We would expect that this is a world without
collusion. We see high frequency at lower
persistence level. The rates of the
bidders change quickly. The efficiency
gain from the auction rises. For
example, the California Power Exchange had held auctions frequently. They were based on short term contracts. This was done in response to the willingness
of the buyers. We observe a reversal in
the comparative static when the buyers collude.
The number of evaluations will be less when the buyers show volatile
valuations.
We observe a model that is continuous in time and have
infinite horizon. We have N number of
bidders who are fighting for the flow of products. This type of auction is first-price. The auctioneer takes a decision on the number
of times the auction will be held. This
strategy is repeated many times by the bidder.
There are different rules of
selection of equilibrium.
The benchmark case is examined. The static Nash equilibrium is dealt
with. We can view it as a non-collusive
behavior. The transaction of the
auctioneer increases as the profit of the auction increases. The frequency is chosen as infinite by the
user.
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