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<dim:field authority="e9d77f51-c1a1-4475-a0fd-a0846d1d263c" element="contributor" qualifier="author" confidence="UNCERTAIN" language="es-ES" mdschema="dc">Campos Fernández, Francisco Alberto</dim:field>
<dim:field authority="1030c338-f321-4244-9b1d-57e01f83c39e" element="contributor" qualifier="author" confidence="UNCERTAIN" language="es-ES" mdschema="dc">Villar Collado, José</dim:field>
<dim:field authority="767ed2a5-f314-4d3d-baf5-8ec31f511905" element="contributor" qualifier="author" confidence="UNCERTAIN" language="es-ES" mdschema="dc">Barquín Gil, Julián</dim:field>
<dim:field element="date" qualifier="accessioned" mdschema="dc">2016-01-15T11:28:02Z</dim:field>
<dim:field element="date" qualifier="available" mdschema="dc">2016-01-15T11:28:02Z</dim:field>
<dim:field element="date" qualifier="issued" language="es_ES" mdschema="dc">2005-01-17</dim:field>
<dim:field element="identifier" qualifier="uri" mdschema="dc">http://hdl.handle.net/11531/5676</dim:field>
<dim:field element="description" language="es_ES" mdschema="dc">Capítulos en libros</dim:field>
<dim:field element="description" qualifier="abstract" language="es-ES" mdschema="dc">It is known that Cournot game theory has been one of the theoretical approaches more used to model electricity market behavior. Nevertheless, this approach is highly influenced by the residual demand curves of the market agents, which are usually not precisely known. This imperfect information has normally been studied with Probability Theory, but Possibility Theory might sometimes be more helpful in modeling, not only uncertainty, but also imprecision and vagueness. In this paper, two dual approaches are proposed to compute a robust Cournot equilibrium, when the residual demand uncertainty is modeled with possibility distributions. Additionally, it is shown that these two approaches can be combined into a bi-criteria programming model, which can be solved with an iterative algorithm. Some interesting results for a real-size electricity system show the robustness of the proposed methodology.</dim:field>
<dim:field element="description" qualifier="abstract" language="en-GB" mdschema="dc">It is known that Cournot game theory has been one of the theoretical approaches more used to model electricity market behavior. Nevertheless, this approach is highly influenced by the residual demand curves of the market agents, which are usually not precisely known. This imperfect information has normally been studied with Probability Theory, but Possibility Theory might sometimes be more helpful in modeling, not only uncertainty, but also imprecision and vagueness. In this paper, two dual approaches are proposed to compute a robust Cournot equilibrium, when the residual demand uncertainty is modeled with possibility distributions. Additionally, it is shown that these two approaches can be combined into a bi-criteria programming model, which can be solved with an iterative algorithm. Some interesting results for a real-size electricity system show the robustness of the proposed methodology.</dim:field>
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<dim:field element="language" qualifier="iso" language="es_ES" mdschema="dc">en-GB</dim:field>
<dim:field element="publisher" language="es_ES" mdschema="dc">Sin editorial (Ames, Estados Unidos de América)</dim:field>
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<dim:field element="source" language="es_ES" mdschema="dc">Libro: 8th International Conference on Probability Methods Applied to Power Systems - PMAPS 2004, Página inicial: 409-414, Página final:</dim:field>
<dim:field element="subject" qualifier="other" language="es_ES" mdschema="dc">Instituto de Investigación Tecnológica (IIT)</dim:field>
<dim:field element="title" language="es_ES" mdschema="dc">Application of possibility theory to robust Cournot equilibrium in electricity market</dim:field>
<dim:field element="type" language="es_ES" mdschema="dc">info:eu-repo/semantics/bookPart</dim:field>
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<dim:field element="keywords" language="es-ES" mdschema="dc">Electricity market, Cournot game theory, Possibility Theory, Fuzzy programming, Chance constraints</dim:field>
<dim:field element="keywords" language="en-GB" mdschema="dc">Electricity market, Cournot game theory, Possibility Theory, Fuzzy programming, Chance constraints</dim:field>
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