2 - Features of Platforms and Markets with Platforms Flashcards
Demand for network good, the utility function. What components are there?
The utility depends on the stand-alone benefit from using the good/technology AND the network benefit, which is a function of the expected number of users in the platform.
How can the component ‘network benefit’ be modelled?
Either linear, where each new member contributes linearly to all users. Or concave where each additional user contributes lesser to the utility of the others in the network. For ex my first 50 friends on Facebook increases my utility more then the rest since the first ones are typically my closes friends.
Why is it so hard to compute the demand for a network good?
Because if it is simultaneous adoption, we have coordination problems that makes it hard to compute. And if we have sequential adoption, there is typically a path-dependence that creates lock-in effects - either you lose or you will be the winner-takes-all.
Going from the model with no network effects to adding the network effects, what changes?
Suddenly the decision for each individual whether to join or not is interdependent of the other’s decision. We add the term B, which is the network benefit which will only be there if the other join.
What is Nash Equilibrium?
It is the outcome of the game when each player takes an action that leads to the highest payoff given the action taken by the other players (best response). = all players choose mutual best responses. In eq. no player has incentive to deviate.
What happens in the game if the price is between the valuation of A and B?
It depends on the strength of the network effects. if there are weak NE, then only A will join, not B. With strong NE either both join or none join.
What is important when we have strong network effects?
Expectations!! it is alla bout expectations about the platform and who will join and not. If both have optimistic expectations, both will join. It becomes a self-fulfilling prophecy.
Two direct consequences of strong network effects:
- unpredictability - impossible to predict if people will join or not as it depends on the individuals’ expectations.
- potential inefficiency - as everyone are better off if all join, yet it could be the case that no one joins.
What changes in the general model with continuum of consumers?
Now the size of the network can be infinite (not just player A and B in the model), so my decision to join the network will NOT affect the networks size, the only thing that matters is my expectation of the network size n^e (with coefficient B - linear increasing function that increases my Utility).
Heterogenous consumers, what can be heterogenous?
Either how I value the stand-alone benefit of using the platform or my valuation of the network benefits.
With heterogenous stand-alone valuations AND strong network effects, how does the demand for the network look like?
When B>V, we have an increasing function of demand (n) at some price leves since the strong effects outweigh law of demand. This result in a three fulfilled-expectations-equilibria when the price is in between B and V:
no consumer join (n=0), all consumers join (n=1), or only a share joins.
With heterogenous stand-alone valuations AND weak network effects, how does the demand for the network look like?
It is a decreasing function of p and it only has a unique demand for each level of p. The traditional law of demand outweigh the weak network effect.
What is the critical mass?
It is the mass of joiners that is needed to be passed in order to reach the large stable network. Because the critical mass is an unstable equilibrium in the increasing function of strong network effects. if the WTP<p> the network size will shrink and if the WTP>p, the n will increase like a snowball effect. </p>
What was the crucial thing for Million Dollar Homepage to grow?
That some few in the beginning actually expected that people will buy ads on the site and that individuals will click into the website –> since they expected high n, they bought ads and then the snowball effect kicked in. It became a self-fulfilling prophecy. If no one believed in it at the beginning, it could easily fail too. That is why it is so hard to predict.
Wha problem arise for consumers to choose when we have several goods that are incompatible?
Coordination problems. Because network effects are specific to each good and all would be better of choosing the same, but it is hard to coordinate when you have different valuations.
Excess inertia & excess momentum
Inertia - users don’w switch network wen they should.
momentum - users switch when they shouldn’t.
This can happen when we have a new tech/network that is superior to the old on.
What can we expect from the difference in the installed base (nr of users) in network A and B if there are no network effects?
We expect that the difference in the installed base approaches zero when more and more consumers make a decision of which network to join. “Random walk”.
Under what two conditions are excess inertia more likely to happen?
- When we have incomplete information about the other user’s utility.
- When markets have indirect rather than direct network effects.
- -> chicken-egg problem that is hard to coordinate, no one wants to switch to new good bc fear of not being followed.
Winners-take-most markets, where there is no tipping towards only one single platform. Three things contributing to this:
- Differentiation - because consumer’s stand alone preferences matter.
- Interoperability - when networks are compatible with other.
- Multihoming - users can be active on multiple platforms at a time.
Horizontal vs vertical differentiation -
Horizontal - services appeal to a particular segment of users.
Vertical - quality of services is perceived as higher by all users.
What is the hotelling model of product differentiation?
It is modelled as a line with unity mass from 0 to 1. The platforms are located at each extreme/end of the line and the consumers are located somewhere on the line dependent on their unique perception of the stand-alone value.
What is the benefits and costs to each consumer in the hotelling model?
The benefit is the stand alone value + the q if they choose the platform with the higher quality (vertical diff). The costs are the price (p) and the transportation cost (the distance you have to move on the line (the cost of not being at your preferred location - the ideal platform).