Measuring Market Inefficiencies in California's Restructured Wholesale Electricity Market
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- Www.ucei.org Measuring Market Ine±ciencies in California's Restructured Wholesale Electricity Market Severin Borenstein¤, James Bushnell¤¤ and Frank Wolak¤¤¤ June 2002 Abstract.
- He is currently a member of the California Independent System Operator's Market Surveillance Committee, of which Wolak is the Chair.
- The authors also address the question of the e±ciency impacts of market power in this market.
- The authors ¯nd that, due to rising input costs, even a perfectly competitive California electric- ity market would have seen wholesale electricity expenditures triple between the summers of 1998 and 2000.1 Market power, however, also played a very signi¯cant role.
- The authors present the results of the analysis in section V.
II. Market Power Analysis in the Electricity Industry
- During most of the 1990s, regulatory evaluation of short-run horizontal market power in electricity focused on concentration measures, such as the Her¯ndahl-Hirschman index (HHI).
- Unfortunately, such measures are a poor indicator of the potential for, or existence of, market power in the electricity industry, because the industry is characterized by highly variable price-inelastic demand, signi¯cant short-run capacity constraints, and extremely costly storage.
- It is less informative about the speci¯c manifestations of market power, but is e®ective for estimating its scope and severity, as well as identifying how departures from competitive outcomes vary over time.
- Furthermore, the authors ¯nd that over substantial periods of time, 3 See Puller (2001) for an analysis of this issue.
- This is because the stranded cost component paid by all consumers was calculated in a way that moved inversely to the energy price: the higher the energy price, the lower the CTC payment for that hour.
III. The California Electricity Market
- Through December 2000, the two primary market institutions in California were the Power Exchange (PX) and the Independent System Operator (ISO).
- The PX markets were e®ectively ¯nancial, rather than physical; ¯rms could change their day-ahead PX positions by purchasing or selling electricity in the ISO's real time electricity spot market.
- A production unit committed to provide reserve capacity during an hour would therefore earn a capacity payment for being available and, if called upon in real time, would earn the imbalance energy price for actually providing energy.
- \Regulation reserve", the most short-term reserve, is treated di®erently.
- Regulation reserve units are directly controlled by the ISO and adjusted second-by-second in order to allow the ISO to continuously balance supply and demand, and to avoid overloading 10 Unlike the PX, the ISO continued to function in approximately its original role through the 2000-2001 electricity crisis.
A. Market Structure of California Generation
- The California electricity generation market at ¯rst glance appears relatively uncon- centrated.
- The former dominant ¯rms, Paci¯c Gas & Electric (PG&E) and Southern California Edison (SCE) divested the bulk of their fossil-fuel generation capacity in the ¯rst half of 1998 and most of the remainder in early 1999.
- Most of the capacity still owned by these utilities after the divestitures were covered by regulatory side agreements, which prescribed the price the seller was credited for production from these plants independent of the PX or ISO market prices.
- The market structure during 2000 was largely unchanged from that of 1999.
- The seemingly dominant position of PG&E is o®set to a large extent by its other regulatory agreements.
B. Analyzing Market Power in California's Electricity Market
- Critical to studying market power in California is an understanding of the economic interactions between the multiple electricity markets in the state.
- If the ISO's real-time imbalance energy price was consistently higher than the PX day-ahead price, then sellers would reduce the amount of power they sell in the PX and sell more in the ISO imbalance energy market.
- Nonetheless, because sellers could move between markets as well, ultimately the buyers had no ability to exercise monopsony power, because they could not reduce their hourly demand for energy.
- In the case of the California market, the relevant consideration is that the provision of ancillary services in most cases does not preclude the provision of energy in the real-time market.
- Even if this were not the case, however, their analysis would fully account for the opportunity cost of exports, because under the California market structure ¯rms from other states had the option to purchase power through markets run by the PX and ISO.
IV. Measuring Market Power in California's Electricity Market
- The fundamental measure of market power is the margin between price and the marginal cost of the highest cost unit necessary to meet demand.
- As discussed above, if no ¯rm were exercising market power, then all units with marginal cost below the market price would be operating.
- When a ¯rm with market power reduces output from its plants or, equivalently, raises its o®er price for its output, its production is usually replaced by other, more expensive generation that may be owned by non-strategic ¯rms.
- In estimating a price-cost margin in this paper, the authors therefore must estimate what the system marginal cost of serving a given level of demand would be if all ¯rms were behaving as price takers.
- In the following subsections the authors describe the assumptions and data used for generating estimates of the system marginal cost of supplying electrical energy in California.
A. Market Clearing Prices and Quantities
- As described above, the California electricity market in fact consists of several parallel and overlapping markets.
- This argument clearly relies on very ine±cient markets, because the state was almost never a net exporter.
- It has been argued that the day-ahead PX price should be expected to systematically overstate the marginal cost of energy supply because sellers in the day-ahead market would include a premium in their o®er prices to account for the opportunity of earning ancillary services revenues, which require that the units not be committed to sell power in a forward market.
- Over their sample period, the PX average price was not signi¯cantly greater than the ISO average price (see Borenstein, Bushnell, Knittel, and Wolfram, 2001).
- Therefore, the authors consider the real-time energy demand in each hour to be the quantity that must be supplied, and capacity selected for reserve services to be part of the capacity that can meet that demand and, as such, to be part of their aggregate marginal cost curve.
B. Marginal Cost of Fossil-fuel Generating Units
- To estimate the marginal cost of production for an e±cient market, the authors divide pro- duction into three economic categories: reservoir, must-take, and fossil-fuel generation.
- Generation unit forced (as opposed to scheduled) outages have traditionally been treated as random, independent events that, at any given moment, may occur according to a probability speci¯ed by that unit's forced outage factor.
- 27 Figure 2 illustrates a hypothetical marginal cost curve of the instate generation, ex- cluding must-take and reservoir energy resources.
- If such a capacity constraint were binding at the observed California market clearing price, then the marginal production cost of imports would most likely be below this market clearing price and, thus, a perfectly competitive price within California would yield only weakly lower imports.
- In the event that the net of proposed import and export schedules does exceed transmission capacity on some intertie, the ISO initiates a process of congestion relief by adjusting schedules according to their adjustment bids.
D. Hydroelectric and Geothermal Generation
- Reservoir generation units (i.e., hydro and geothermal units) present a di®erent chal- lenge because the concern is not over a change in aggregate output relative to observed levels but rather a reallocation over time of the limited energy that is available to them.
- To realign the import supply curve implied by the adjustment bids with the observed import-price pair for each hour, the authors calculate the change in imports in each hour as ¢qimp(p) = qimp(p)¡qimp, where is market price during the hour under consideration.
- For the purpose of calculating the impact of market power on total production cost, it is easy to see that this is a conservative assumption, one that will produce downward biased estimates on the e±ciency e®ects of market power.
- Of concern is the possibility that the observed hydro schedule (which may include a response by hydro ¯rms to the exercise of market power by others) { when combined with a counter-factual perfectly competitive production of fossil-fuel resources { could produce a lower marginal cost estimate on average than the optimal hydro schedule.
- To examine this possibility, the authors estimated a kernel regression of their estimated marginal cost (i.e., competitive price) on system demand in order to detect whether in aggregate there are systematic deviations from a monotonically increasing relationship between demand and their estimate of system marginal cost.
E. Calculating Cost Increase Relative to Competitive Outcome
- Utilizing the assumptions outlined in the previous sections, the authors estimated the perfectly competitive market price in the California energy markets for each hour of market operation from June 1998 through October 2000.
- For this reason, their estimate of a unit's marginal cost may be slightly higher than the cost level at which it is capable of operating in a market environment.
- Therefore the authors include negative price-cost di®erences in order to prevent truncating the e®ect of data uncertainty on their cost-estimates.
- Because the authors don't account for the RMR units, their estimates could still indicate that a fossil-fuel unit is marginal and its cost is the system marginal cost, so their estimated system marginal cost would be above the actual PX price due to unaccounted-for RMR calls.
V. Results
- The authors computed the expected perfectly competitive price each hour for the months of June 1998 through October 2000 using the algorithm described above.
- For each hour, the authors can calculate an arc elasticity implied by the adjustment bids for the import response from the change between the competitive and actual price and the resulting change in imports.
- To re°ect this fact, let P̂ tpx denote the observed PX price for hour t and E(P̂ t px) the expectation of this magnitude with respect to the joint distribution of generating unit outages.
- Electricity demand is low in these months and supply is relatively large due to the resurgence in hydro production from winter rains.
- 31 The authors results also indicate that, given the supply and demand conditions during that period, the performance of the market was not dramatically di®erent in 2000 from that in 1998 and 1999.
VI. Deadweight Loss and Rent Division
- Even without a market power analysis, it is clear that the extraordinary prices that began in the summer of 2000 created large transfers of wealth.
- Some of the rents due to market power became pro¯ts of electricity producers or marketers, but some were dissipated in production e±ciency losses: e±ciency losses resulting from the operation of higher-cost production units when a ¯rm with lowercost production exercises market power and restricts output.
A. Deadweight Loss
- The authors begin by estimating the loss in economic e±ciency due to the imperfections in the market.
- By assuming that import bids re°ect the marginal cost of the supplier, the authors assume that increased production from these imports due to market power exercised by ¯rms within California creates an increase in total production cost.
- The two components of deadweight loss are illustrated in Figure 2.
- In Figure 5, the authors illustrate the relationship between their estimated instate productive ine±ciency and aggregate demand faced by California fossil-fuel plants using a kernel density regression.
- Given their ¯ndings in the previous section, it is not surprising that the authors observe low levels of production ine±ciency at low levels of system demand, when there are low levels of market power.
B. Rent Division
- With the calculation of deadweight loss due to productive ine±ciency, the authors are now in a position to parse the total wholesale market payments into costs, competitive rents, and rents due to the exercise of market power.
- 42 Together, these areas { Comp: Rents and Comp: Total Cost { account for all wholesale market payments under perfect competition.
- With market power, the quantity qr is produced by instate generation units and the quantity qtot ¡ qr is imported.
- Rents 2 and Import Loss are the additional variable production costs of the imported power under the assumption that imports are bid competitively, also known as The areas labeled Comp.
- E±cient production costs more than tripled between these periods and with the marginal unit having higher costs, competitive rents for lower cost units quadrupled.
VI. Conclusions
- Restructuring of electricity industries has been predicated on the belief that workably competitive wholesale electricity markets can be attained.
- The authors have attempted here to reliably estimate the degree to which California's wholesale electricity market has deviated from the competitive ideal.
- These estimates should serve as a reminder that the problem of producer market power that was addressed in a purely regulatory framework for most of the 20th century has not completely disappeared with the recent restructuring.
- The authors have not attempted to assess the pro¯tability of any generation ¯rms selling in California, because such pro¯ts are not necessarily an indication of market power, just as the absence of pro¯ts is not an indicator of competitive behavior.
- This is separable from the important debate over what index levels indicate a need for some form of market intervention.
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Cites background from "Measuring Market Inefficiencies in ..."
...See Joskow (2001), Borenstein, Bushnell, and Wolak (2002), Bushnell and Mansur (2005), Puller (2007), and Reiss and White (2008) for more details. to receive an approval....
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Cites background from "Measuring Market Inefficiencies in ..."
...We note that non-cooperative game theory is widely used to study the supply side of electricity markets, especially in the context of imperfect competition (see, for example, [18]–[21])....
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References
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"Measuring Market Inefficiencies in ..." refers background or methods in this paper
...A consistent estimate of V can be constructed as follows: V̂ = gZ(0) + 2 qX ¿ = 1 k(¿=(q + 1))gZ(¿); where gZ(0) = 1=DAY (S) PDAY (S) d=1 (Zd) 2, gZ(¿) = 1=DAY (S) PDAY (S) d=¿+1 (ZdZd ¡ ¿ ), and k(t) is a weight function satisfying restrictions given in Andrews (1991)....
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...Under suitable regularity conditions on the sequence Zd, for example those assumed in Newey and West (1987) or Andrews (1991), we can show that (DAY (S))¡1=2( P d2S Zd) converges in distribution to a N(0,V) random variable, as DAY(S) tends to in¯nity, where DAY(S) equals the number of days in time…...
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"Measuring Market Inefficiencies in ..." refers methods in this paper
...This is the general approach used in Wolfram (1999)....
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Frequently Asked Questions (12)
Q2. Why is the lack of market power critical to understanding its consequences?
Because the extent of market power varies tremendously on an hourly basis, the absence of very-short-run elasticity is critical to understanding its consequences.
Q3. Why is the Lerner index set to zero?
Because the Lerner index is not symmetric around zero, negative values of the ratio are set to zero to maintain a reasonable scale for the ¯gure.
Q4. What is the process of congestion relief?
In the event that the net of proposed import and export schedules does exceed transmission capacity on some intertie, the ISO initiates a process of congestion relief by adjusting schedules according to their adjustment bids.
Q5. Why does the ISO sometimes not use some types of reserve?
Due to reliability concerns, the ISO occasionally has not utilized some types of reserve (\\spinning" and \\non-spinning") for the provision of imbalance energy even when the units are economic (see Wolak, Nordhaus, and Shapiro (1998)).
Q6. What percentage of electricity expenditures could be attributed to market power?
In summer1998, 25% of total electricity expenditures could be attributed to market power, a ¯gurethat increased to 50% in summer 2000.
Q7. What did the ineciencies due to increased imports in power grow?
The ine±ciencies due to increased imports in power did grow substantially during their study, rising from 2% to 8% of total production costs by the summer of 2000.
Q8. What is the difficult aspect of estimating the cost of meeting total demand in the ISO system?
C. Imports and ExportsOne of the most challenging aspects of estimating the marginal cost of meeting totaldemand in the ISO system is accounting for imports and exports between the ISO and other control areas.
Q9. What is the debate over whether the restructuring of the electricity industry is correct?
The debate over whether that assumption is correct and what must be done to ensure competition in electricity generation is ongoing.
Q10. What was the price of the capacity still owned by these utilities after the divestitures?
Most of the capacity still ownedby these utilities after the divestitures were covered by regulatory side agreements, whichprescribed the price the seller was credited for production from these plants independentof the PX or ISO market prices.
Q11. How do the authors calculate the arc elasticity of the import response?
For each hour, the authors can calculate an arc elasticity implied by the adjustment bids for the import response from the change between the competitive and actual price and the resulting change in imports.
Q12. Why is it likely that the cost estimates that exceed the PX price occur?
it is most likely that the cost estimates that exceed the PX price occur because there were no fossil-fuel generating units that were economic to run at the time.