The p Oint of view behind the present work is that the connection between a statistical model and a statistical analysis-is a dua- lity (in a vague sense). In usual textbooks on mathematical statistics it is often so that the statistical model is given in advance and then various in- ference principles are applied to deduce the statistical ana- lysis to be performed. It is however possible to reverse the above procedure: given that one wants to perform a certain statistical analysis, how can this be expressed in terms of a statistical model? In that sense we think of the statistical analysis and the stati- stical model as two ways of expressing the same phenomenon, rather than thinking of the model as representing an idealisation of "truth" and the statistical analysis as a method of revealing that truth to the scientist. It is not the aim of the present work to solve the problem of giving the correct-anq final mathematical description of the quite complicated relation between model andanalysis. We have rather restricted ourselves to describe a particular aspect of this, formulate it in mathematical terms, and then tried to make a rigorous and consequent investigation of that mathematical struc- ture.
Steffen L. Lauritzen
Extremal Families and Systems of Sufficient Statistics [PDF ebook]
Extremal Families and Systems of Sufficient Statistics [PDF ebook]
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لغة الإنجليزية ● شكل PDF ● ISBN 9781461210238 ● الناشر Springer New York ● نشرت 2012 ● للتحميل 3 مرات ● دقة EUR ● هوية شخصية 4710375 ● حماية النسخ Adobe DRM
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