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A Bayesian Framework for Parameters Estimation in Complex System

机译:复杂系统中参数估计的贝叶斯框架

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The real-life complex development situations express that the methods applied to new product development process content reliability risks which require assessment and quantification at the earliest stage, extracting relevant information from the process. Reliability targets have to be realistic and systematically defined, in a meaningful way for marketing, engineering, testing, and production. Potential problems proactively identified and solved during design phase and products launched at or near planned reliability targets eliminate extensive and prolonged improvement efforts after start on. Once in the market, products standard procedures require monitoring of early signs of issues, allowing corrective action to be quickly taken. Reliability validation before a product goes to market by the means of Bayesian statistical method because the model has shorter confidence intervals than the classical statistical inference models, allowing a more accurate decision-making process. The paper proposes the estimation of the shape parameters in a complex data structures approached with exponential gamma distribution as model of life time, reliability and failure rate functions The numerical simulation performed in the case study validates the correctness of the proposed methodology.
机译:现实生活复杂的开发局势表明,该方法应用于新产品开发过程内容可靠性风险,需要在最早阶段进行评估和量化,从过程中提取相关信息。可靠性目标必须以有意义的营销,工程,测试和生产方式逼真和系统地定义。在设计阶段和在计划的可靠性目标上或附近的设计阶段和产品期间积极识别和解决的潜在问题消除了开始后的广泛和长时间的改善努力。一旦在市场上,产品标准程序需要监测问题的早期迹象,允许迅速采取纠正措施。通过贝叶斯统计方法的手段,产品前往市场之前的可靠性验证,因为该模型的置信间隔比经典统计推断模型更短,允许更准确的决策过程。本文提出估计以指数伽马分布接近的复杂数据结构中的形状参数作为寿命模型,可靠性和故障率函数在案例研究中执行的数值模拟验证了所提出的方法的正确性。

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