2014
DOI: 10.1016/j.apenergy.2013.08.016
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Hedging electricity price volatility using nuclear power

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Cited by 35 publications
(33 citation statements)
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“…We recall that a power system portfolio belongs to the portfolio frontier if it is at minimum risk (as measured by the standard deviation or by the CVaR deviation of the stochastic system LCOE) among all system portfolios with the same LCOE mean. By using Equation (12) for the fully dispatchable case (i.e., in the casew wi = 0), it is possible to draw system portfolio frontiers by plotting for each portfolio composition (i.e., for each value of w co and of w ga = 1 − w co with 0 ≤ w co ≤ 1) the mean against standard deviation of the system LCOE, or the mean against CVaR deviation of the system LCOE. Equation (12) shows that in the casew wi = 0, the individual producer's frontier coincides with the system frontier.…”
Section: Efficient System Portfolio Frontiers: the Dispatchable Casementioning
confidence: 99%
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“…We recall that a power system portfolio belongs to the portfolio frontier if it is at minimum risk (as measured by the standard deviation or by the CVaR deviation of the stochastic system LCOE) among all system portfolios with the same LCOE mean. By using Equation (12) for the fully dispatchable case (i.e., in the casew wi = 0), it is possible to draw system portfolio frontiers by plotting for each portfolio composition (i.e., for each value of w co and of w ga = 1 − w co with 0 ≤ w co ≤ 1) the mean against standard deviation of the system LCOE, or the mean against CVaR deviation of the system LCOE. Equation (12) shows that in the casew wi = 0, the individual producer's frontier coincides with the system frontier.…”
Section: Efficient System Portfolio Frontiers: the Dispatchable Casementioning
confidence: 99%
“…By using Equation (12) for the fully dispatchable case (i.e., in the casew wi = 0), it is possible to draw system portfolio frontiers by plotting for each portfolio composition (i.e., for each value of w co and of w ga = 1 − w co with 0 ≤ w co ≤ 1) the mean against standard deviation of the system LCOE, or the mean against CVaR deviation of the system LCOE. Equation (12) shows that in the casew wi = 0, the individual producer's frontier coincides with the system frontier. In this way, we can investigate the cost-risk trade off of power system portfolios.…”
Section: Efficient System Portfolio Frontiers: the Dispatchable Casementioning
confidence: 99%
See 2 more Smart Citations
“…Nuclear power is regarded as a mean to secure energy supply [7] [8]. The reason is that nuclear fuel has stable prices and its compactness allows inexpensive reserves storage.…”
Section: Introductionmentioning
confidence: 99%