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Statistical inference
always focuses on drawing conclusions about one or more parameters of a population. An important part of this process is obtaining estimates of the parameters.
Point estimation
is the process of using the data available to estimate the unknown value of a parameter
Population
refers to the entire group that we want to study
Sample
refers to a smaller group
PARAMETER
value we are trying to estimate
statistic
the value calculated from the sample is called
sampling distribution
Distribution of a statistic from all possible samples.
UNBIASED ESTIMATOR
An estimator is said to be unbiased if its expected value equals the true population parameter
variance of a point estimator
measures how much the estimator varies from one random sample to another
standard error
When the numerical value or point estimate of a parameter is reported, it is usually desirable to give some idea of the precision of estimation.
Mean Square Error (MSE)
measures the average squared difference between the estimated values and the true parameter value. measures how close the estimated values are to the true value of a parameter.