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应用概率论 meaning in English

applied probability theory

Examples

  1. Using probability theory and mathematical statistics , probabilistic model on randomicity of the dynamic stability analysis system are built
    应用概率论和数理统计方法,建立了无缝线路动力稳定性分析系统中的随机不确定性的概率模型。
  2. By analyzing the profit distributing of the managers and account ing units with probability and optimization theories , reaction function of manage rs and accounting units is present , and the math model of the accounting supervis ion is established . minimum value of the punishment to the illegality in the acco unting units is determined
    应用概率论和优化理论,对会计行为进行了系统的分析,建立了会计监督的数学模型,确定了会计单位和监督者的反应函数及最优行动选择,同时给出监管者对会计单位违规处罚的最低值。
  3. In thes paper , we set up a risk quantiative appraisal system for the scientific risk management of the real estate invesbent whih is based on the probability theory , mathematial statistics and fmancial anaiysis theorythis system developes the application of the probability theory and mathematical statishcs to the risk appraisal on the base of current risk appraisal methods . what ' s more , in orde to filfulthe need of prachcal application , we create a set of risk - fmance index models in whih we analyze five kinds of twortant risk in the real estate investinen from their orighs , such as the general price fluctuation risk , the markt risk , the interest rate risk , the operation risk and the decision risk . ih the system , standard deviation of the npv ( net present value ) is uesed as the quantitative index of the singe risks and the whole risk . in addition , we connect the system with risk avoiding tactics in the risk managemen of a proect . all these provide a decision basis for risk management
    本文应用概率论、数理统计、财务分析等理论为房地产投资风险的科学管理建立了一套风险定量评价系统。该系统是在现有的风险评价方法的基础上,将概率论和数理统计的理论在风险评价中的应用进一步深化。并结合房地产投资的实际,从风险形成的原因出发,针对其中影响较大的几类风险像利率风险、物价风险、行业风险、经营风险、决策风险,建立了一套风险- - -财务指标评价模型,运用净现值的标准差这一指标将房地产投资所面临的个体风险和整体风险定量化,同时与项目风险管理中的风险规避策略有机地结合在一起,为房地产投资的风险管理提供了决策的依据。

Related Words

  1. 概率论
  2. 概率论方法
  3. 概率论的
  4. 经典概率论
  5. 概率论纪事
  6. 古典概率论
  7. 概率论定理
  8. 统计概率论
  9. 应用概率论杂志
  10. 概率论及其应用
  11. 应用负载均衡
  12. 应用概率
  13. 应用概率论进展
  14. 应用概率论杂志
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