New way: Winner bids $1.00, 2nd place bids $0.80, Google adds 15%* markup to 2nd bid, Winner pays $0.93.
*used as example, not a verified number
New way: Winner bids $1.00, 2nd place bids $0.80, Google adds 15%* markup to 2nd bid, Winner pays $0.93.
*used as example, not a verified number
Though I’m not sure I even agree with that. It burns advertiser’s goodwill for sure, but they advertise on Google because it provides them with a ROI, not because there is no where else. This just forces them to tweak their bids more.
That’s without weighing in on whether Google has an illegal monopoly on search
The UK legal definition of this would be met if a person/company:
1. occupies a position in which he was expected to safeguard, or not to act against, the financial interests of another person (e.g. operates an auction to tender their online marketing spend?)
2. abused that position (e.g. by putting in fake bids, which only they could do because of their position?)
3. dishonestly (e.g. intentionally failed to disclose or was otherwise intentionally dishonest)
4. intending by that abuse to make a gain/cause a loss (e.g. they intended to raise profits)
The abuse may consist of an omission rather than an act (e.g. number 3 can be a failure to disclose).
Google used a second price auction, and also it ranked ads in the auction by bid multiplied by click through rate. Squashing is something like ranking ads by (bid * power(ctr, gamma)) where 0 < gamma < 1. In auctions where the 3rd bid (or lower) wins under the (bid * ctr) rank switching to squashing may increase revenue, because the actually higher bid will win the auction.
This is true. But the story gets crazier. Let's say that CorpA and CorpB are both bidding on the term "Valuable Widgets". Here is who it goes:
CorpA bids $0.80
CorpB bids $1.00
--
CorpB wins the auction, pays $0.80 + 15% = $0.92
--
CorpA is sad they lost and wants so they try to outbid. They must pay $1.00 + 15% or $1.15
CorpA wins the new action, paying $1.15
--
CorpB needs those auctions to sell more widgets, so they now must pay $1.15 + 15% or $1.32
It obviously goes back and forth, but as you can see, Google is widening the gap each time to escalate the bid up faster. It increases competition and raises prices. In order to win you can't just pay what the previous person paid, you must pay a premium of 15%.
Now the part that is unclear is what happens if you ignore the winning bid price. So if CorpA has a max bid of $1.00 and CorpB tries to bid, they will see that they need to bid $1.15 to win the bid, because Google is saying that is what is needed to win the auction, but if CorpB only bids $1.10 they should still win the auction at $1.10 since that is their max bid and CorpA is only willing to pay $1.00. So CorpB in this case would pay their max bid and win. But either way, google is artificially pushing the price up higher than it technically needs to be.