Aggregate Production Function
DGP=A(K, L, anything else)
K = Capital
L = Labour
A = Technical Knowledge and Efficiency
Exogenous Growth Theory
Endogenous Growth Theory
Consumer and Producer Surplus
Pareto criterion
Not possible to make one person better off without making another worse off.
Compensation principle
Pursue policies which produce the most surplus possible. Winners can then compensate the losers and still be better off.
Sources of market failure
Defining public goods
1) Non-rival: The marginal cost of its provision to an additional consumer is zero.
2) Non-excludable: You can’t exclude someone from using it, so charging for its use is difficult.
Arrow, 1962: Externalities in production of knowledge.
Moral hazard
The risk of being dependant on the moral behaviours of others.
Grilliches, 1962: Inventions.
Nelson, 1959: University research.
It’s not that Universities can’t do applied research, but they’re better at basic research.
Arrow, 1962: ____ Effect
Gilbert and Newbury, 1982: _____ Effect
Blundell et al., 1999: Competition and innovation
Higher competition higher innovation, but usually the larger firms who innovate.
Aghion etc al., 2005: Competition vs Innovation graph
Denicolo, 1996: Patent length
Hold up problem
The hold-up problem is a situation where two parties may be able to work most efficiently by cooperating but refrain from doing so because of concerns that they may give the other party increased bargaining power and thus reduce their own profits.
Bertrand competition
Competing on price. The firm with the lowest price takes the entire market.
Cournot competition
Competing on quantity, with the price set by the market.
Licensing (pro/cons)
Katz, 1985: Licensing
Social welfare is nearly always increased by licensing. It is desirable if total output increases as a result.
Spillovers definition
Capturing benefits of other parties investment in knowledge without paying its full price.
R&D co-operation methods