PROPERTIES AND RELIABILITY OF DISTRIBUTION SYSTEMS CONSISTENT WITH DEPENDENT COMPONENTSAuthor:
RUIZ SANDOVAL CARLOS JOSE.
Year:
2004.
University:
MURCIA [
www.um.es].
Place of defense: FACULTAD DE MATEMATICAS.
Place of preparation: FACULTAD DE MATEMÁTICAS.
Summary: Various properties are obtained overall distribution and reliability of systems with components dependents. Specifically moments are obtained, heights and property management and classification estocástica. The results of management are obtained using the concept of a symbol of samaniego a coherent system and the fact that distribution of a coherent system with interchangeable components is a mixture of distributions statisticians sorted partners. In addition, defines the concepts of minimal and maximal symbols that allow the present distribution system as the dregs widespread (ie with weights can be negative) d distributions systems in series or in parallel, respectively. These overall results are applied to various multivariate models as the standard multidimensional model exponential Gumbel, the exponential model with conditional exponential Arnold Strauss and Pareto model. For these models are obtained some results inference that allow estimation of the parameters of the system.
