Designing optimal regulation under no information asymmetry
Setting the right price when costs and demand are known
Designing optimal regulation under information asymmetry
Challenge: Why imperfect information on costs makes regulation imperfect
Regulated Firm: Focused on maximizing private profits
Government: Aims to foster efficiency and fair distribution of rents
Users/Consumers: Seek to maximize their net utility
Regulator: Acts as a benevolent referee but may have its own agenda
Taxpayers: Interested in minimizing the fiscal burden that distorts prices
Other Firms: Aim to maximize their private profits
Agencies: Each has its own private agenda (e.g., environmental agencies)
Technological and Economic Constraints: Include costs and preferences. cannot be changed , are constraints
Legal Constraints: Encompass laws such as privatization law, antitrust laws
Institutional Constraints: Involving decisions on price and wage controls
Informational Constraints: Covering asymmetric information including adverse selection and moral hazard
Efficiency: Ensure prices reflect costs, minimize production choices
Fiscal Viewpoints: Provide fiscal payoff to the government
Social Concerns/Equity: Aim for lowest price and highest quality
Voting Mechanism: Voters may express support or discontent
Governance: Ensures accountability among all actors
Importance of aggregating multiple perspectives to formulate policies
Quantifying main concerns reflected in policy trade-offs
Utilizing standard theory to measure profits, costs, and demand for risk assessment
Objective: Build rules of thumb to document trade-offs in regulation
Natural Monopoly: Characterized by large fixed investments with low marginal costs
Regulator’s Dilemma: Balancing exploitation of scale economies against monopoly market power
EXAM QUESTION SUBJECT, often on this chapter
CAPEX (Capital Expenditure): Installation and reinvestment costs
OPEX (Operational Expenditure): Daily maintenance costs
Relation between expenditures and scale of production
Need for forecasting demand to set appropriate scale
the scale of capex influences afterwards opex
in the long run: difficult to forecast demand to set up infrastructure at the right scale
short run problem: scale is given/ capacity is given in the short run , and to set quantity price
=> 2 types of mistakes: underestimate/overestimate demand => undercapacity/overcapacity
if undercapacity=>cost can rise (implies also possible rise in opex costs)
Demand forecasts can be underestimated or overestimated
Underestimated demand leads to capacity shortages
Overestimated demand results in under-utilized capacity
Adjusting capacity can be difficult, especially in infrastructure scenarios
Assessing short-run marginal costs based on existing capacity levels
Marginal cost aligns when production equals installed capacity
golden rule=where the volume of operation will be, the moment where we approach short term capacity we have to invest
What are the welfare consequences of unregulated monopolies?
Factors include market concentration and elasticity of demand
2 elements ffected by the monopolists
Demand Function: Formulated as p(q) where p is price and q is quantity
if price decreases, the monopolist sets q1, if lower price pushes volumes, monopolist is trading off both areas
Marginal Revenue and Cost: Relation established between revenue and cost functions
Optimization Condition: Usually stated as MR = MC (Marginal Revenue equals Marginal Cost)
Lerner Index: Measures market power, defined as price-cost margin relative to price elasticity
markup/by price = inverse of elasticity. of demand, you price product taking into account own price elasticity
=> if you want to gather info on firm you want to regulate, i need to know about the elements of this final equation (cost function,elasticity, price)
=>distortion of the monopoly is qp’(q) an d p(q)=c’(q) is actually the perfect competition condition, will produce int he elastic part of the demand function
Matter of market power: Low elasticity implies greater markup potential
Monopoly Quantity (QM) vs. Regulated Quantity (QF) and Competitive Quantity (QC)
Welfare loss represented graphically in models (Harberger triangle)
≠have to be linear= a fixed part and a linear part
Balancing fixed costs with maintenance and ensuring consumer protection
Setting up competition for the market via procurement procedures and auctions for efficiency
competition for the market: for telecommunication, there is a limited range of frequencies(property of the state), buy your license for certain number of years and range of frequencies where you become a monopoly, but a for the wole range of fr we have an oligopoly (also common for highways, if a section is run by a private company)
=> here want to select the best company that fits best all cst, quality criteria
=> pitifalls: need to esure frequencies of auctions is sufficiently high/ also needs ot asess the size of spectrum
competition in the market:
SOEs prevalent in network industries (electricity, water)
Challenges include balancing user costs with provider profits
ports are one of the exceptions of public infrastructure which is mostly private
Efficiency, equity, and financial viability considerations
Addressing profitability constraints and consumer/taxpayer interests
obv want to achieve efficiency + equity + also viability for taxpayers
the assumptions, want taxes to be efficient that’s why they are parametrized as opportunity costs
welfare of consumer is w-tilda, since it’s not the overall welfare only for consumers
might ask the exam the problem of a firm, so should know the mathematical models!!
costs have 2 dimension, technical costs ( C(q) ° and then ther is the cost of taxation (lambda-t)
=> 2 implication sof the final welfare equation:
can get a bit of intuition on what impacts welfare
intuition: this partial derivative is actually a positive lambda, welfare goes up if the firm makes larger revenues, further comments in next slide taxation is distortionary, the more firm can finance through fees, the better it is from a efficiency pov, don’t want to finance too much through transfers, however that would mean that poorer people would have to pay more out of pocket than if more taxes were involved
intuition: less controversial, don’t want rents, bc they come for sure from high prices+low q or high subsidies
Detailed examination of CAPEX and OPEX in relation to firm operations in the cost function now
Introduction of Ramsey-Boiteux pricing to balance social welfare and financial viability
in blue; revenue side and lilac; costs side
the result, is adjusted by the term lambda, which is capturing the impact of taxation on economic efficiency, it is used to set prices
further explanation on 2 extreme cases
Problems stemming from inefficiencies in public operations and managerial decisions
Influence of cost efficiencies on profitability and regulation of prices
p38, (22) is describing the optimum,
however, effort cannot be correctly measured, a lot of scope for moral hazar bc of information asymmetry, the company knows more about the effort than the regulator
this analysis started off from a welfare pov, not considering incentive or such
independence of regulators and political pressure has recently been questioned, (is it even possible?)
Evaluating management’s efforts to contain costs and implications for pricing
asymmetric information is especially interesting on the supply side (so related to the cost side),
Designing contracts to incentivize efficiency in both high and low-cost firms
p43, if regulator ‹ill not choose high type, so clients bring home more surplus
if don’t know the type though, and propose different contracts, firms have incentive to lie, low-cost will pretend to be high cost
p 40: always very probable on the EXAM!! now we have informational constraints
p 46, have to give up informational rent, so that efficient firm chooses its own contract, contract cannot be the one proposed by the naive player (its modified/adjusted contract now and is bit more profitable than the previous one)
the previous slides was the framework, from p.47 more detailed like in the book
p47 the formula, the t = transfer of the government for the firm’s contract
Designing incentives under uncertainty, managing risk of rent-seeking behaviors
Addressing moral hazard through effective contract structures and regulatory frameworks
Estimation and monitoring strategies to reduce uncertainties and align incentives
p50, will put some formula seen on p50 and thenwhta can be found through them, and explain them,