📚Statistical Inference I Notes The theory of estimation invented by Prof. R. A. Fisher in a series of fundamental papers in around 1930. Statistical inference is a process of drawing conclusions about a population based on the information gathered from a sample. It involves using statistical techniques to analyse data, estimate parameters, test hypotheses, and quantify uncertainty. In essence, it allows us to make inferences about a larger group (i.e. population) based on the characteristics observed in a smaller subset (i.e. sample) of that group. Notation of parameter: Let x be a random variable having distribution function F or f is a population distribution. the constant of distribution function of F is known as Parameter. In general the parameter is denoted as any Greek Letters as θ. now we see the some basic terms : i. Population : in a statistics, The group of individual under study is called Population. the population is may be a group of object, animate like persons or
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