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Intelligent Innovation Methods of Applied Mathematics and Statistics to Construct Adequate Statistical Decisions under Parametric Uncertainty of Different Mathematical Models of Real-Life Problems: Theory and Practical Applications

Abstract:
The technique used here emphasizes pivotal quantities and ancillary statistics relevant for obtaining statistical pre dictive or confidence decisions for anticipated outcomes of applied stochastic models under parametric uncertainty and is applicable whenever the statistical problem is invariant under a group of transformations that acts transitively on the parameter space. It does not require the construction of any tables and is applicable whether the experimental data are complete or Type II censored. The proposed technique is based on a probability transformation and pivotal quantity averaging to solve real-life problems in all areas including engineering, science, industry, automation & robotics, business & finance, medicine and biomedicine. It is conceptually simple and easy to use.