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8/10/2019 5.2 Ad Auctions
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FLOWER AUCTIONS IN AMSTERDAM
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Ad Auctions
October 2, 2009
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Overture slide
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Motivation
Market inherently interesting
98% of Googles and ~50% of Yahoos revenues
Future of advertising
Unusual auction rules Multiple units, but only one bid. Continuous time.
Structured market
Rules. Almost like a lab. Good data. Purely electronic market
No goods ever shipped anywhere.
Flexibility to change auction rules from time to time
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Market history & evolution
early banner ads(circa 1994)
Overture (Goto.com)(1997)
per-impression pricing per-click pricing
limited targeting keyword targeting
person-to-personnegotiations
automated acceptanceof revised bids
generalized first-price
auction rules
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Generalized first price auctions
Problem: Generalized first price auctions areunstable.
No pure strategy equilibrium, and bids can beadjusted dynamically. Bidders want to revisetheir bids as often as possible.
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Edelman and Ostrovsky, 2007
Yahoo data from June 15, 2002 to June 14, 2003
1000 top markets
10,475 bidders18,634,347 bids
Observe bids at the quarter-hour
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CyclingTime Market Bidder Bid6/17/2002 6:30 AM 24 13 $5.916/17/2002 6:30 AM 24 810 $5.92
6/17/2002 6:30 AM 24 14 $5.936/17/2002 6:30 AM 24 13 $5.946/17/2002 6:30 AM 24 60 $5.956/17/2002 6:30 AM 24 14 $5.966/17/2002 6:45 AM 24 810 $5.97
6/17/2002 6:45 AM 24 13 $5.976/17/2002 11:30 PM 24 13 $9.986/17/2002 11:30 PM 24 14 $9.986/17/2002 11:45 PM 24 14 $10.00
6/17/2002 11:45 PM 24 60 $10.006/17/2002 11:45 PM 24 13 $10.006/17/2002 11:45 PM 24 810 $10.016/17/2002 11:45 PM 24 14 $10.026/17/2002 11:45 PM 24 13 $5.12
6/17/2002 11:45 PM 24 14 $5.13
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Cycling
4
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7/18/20020
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7/18/2002
12:00
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13:45
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20:00
7/20/20022
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7/20/20028
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7/21/20022
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7/22/20022
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7/24/20022
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7/24/20029
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7/24/2002
15:15
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21:15
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Alternative mechanisms
Generalized first-price
Generalized second-price
Pay the bid of the next-highest bidder
First implemented by Google (2002),later adopted by Yahoo
VCG
Each bidder pays the externality heimposes on others
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Generalized second-price auctions
Position Bidder Bid
1 A $7
2 B $6
3 C $5
Payment
$6.01
$5.01
$0.10
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Computing VCG payments: example
Position # clicks
1 100
2 80
Bidder Valuation
A $8
B $5
C $10
Cs payment:
C pushes A from 1 to 2C pushes B out completely
So C should pay $160+$400=$560
loss of surplus (100-80)*$8=$160 loss of surplus 80*$5=$400
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GSP in use
Adv Bid Payment
A $3.01 $3.01
B $3.00 $2.81
C $2.80 $1.11
D $1.10
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GSP versus Vickrey and VCG
With only one slot, GSP is identical tostandard second price auctions (Vickrey, VCG)
With multiple slots, the mechanisms differ GSP charges bidder i the bid of bidder i+1
VCG charges bidder i for his externality
[Googles] unique auction model uses NobelPrize-winning economic theory to eliminate
that feeling that youve paid too much.- Google marketing materials
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Truth-telling is not a dominantstrategy under GSP
Intuition: Sometimes, bid below your true valuation.You may get less traffic, but youll earn greater profits.
bidder bid
A $8
B $5
Cs valuation: $10
C bids $10, pays $8 payoff ($10-$8)*100 =$200
C bids $6, pays $5 payoff ($10-$5)*80 =$400
Suppose there are 3 bidders but 2 positions.
Positions have click-through rates 100 and 80.
$400>$200. So C should place a bid below its valuation.
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Bidders actual strategies