Abstract

With the gradual opening up of China's power sector, electricity investment is growing. Risk analysis should be applied to the investment optimization decisions. This study describes a CVaR-based investment optimization model, which established electricity portfolio decision-making model to optimize the ratio of investment decision-making and achieve the maximum yield of the total investment target between the various modes of generation. An example was given to verify the validity of the model based on the actual data. Based on simulation results of the example, the ratio of investment in a certain confidence level has been well optimized. The model can play purposes for overall investment risk reduction.

Highlights

  • With Chinese rapid economic development, the society's demand for electricity is increasing

  • The model, the change in the minimum expected return ρ can obtained mean-Conditional Value-at-Risk (CVaR) efficient frontier, which is equivalent to the objective function for maximize revenue while meeting certain risk constraints

  • It is proved that‫ܨ‬ఉሺ‫ݔ‬, ߙሻ can replace the optimization problem hazard function ∅ఉሺܺሻ.The study (Glasserman et al, 2002) gives two theorems to prove that optimization problems formula (1) and formula (3) have the same solution with the following optimization problem formula (4) and formula (5): CVaR-based electricity portfolio optimization allocation model: High-yield power project development is always accompanied by high risk

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Summary

Introduction

With Chinese rapid economic development, the society's demand for electricity is increasing. The model, the change in the minimum expected return ρ can obtained mean-CVaR efficient frontier, which is equivalent to the objective function for maximize revenue while meeting certain risk constraints.

Results
Conclusion
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