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Random Process A random process is defined as a function that maps the result of a probability experiment to a time function. It is written as: $X(t)\equiv X(t, e)$ A random variable $X \equi...
Static Estimation Static estimation estimates constant parameters that don’t change over time. In contrast, dynamic estimation estimates state variables that change over time. Now, let’s examin...
Probability Experiments in which the results are not known in advance are called random experiments, although we can predict what is likely to happen. A set of outcomes from a random experiment is ...
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