Probability
The Analysis of Data, volume 1
Random Processes: Notes
$
\def\P{\mathsf{\sf P}}
\def\E{\mathsf{\sf E}}
\def\Var{\mathsf{\sf Var}}
\def\Cov{\mathsf{\sf Cov}}
\def\std{\mathsf{\sf std}}
\def\Cor{\mathsf{\sf Cor}}
\def\R{\mathbb{R}}
\def\c{\,|\,}
\def\bb{\boldsymbol}
\def\diag{\mathsf{\sf diag}}
\def\defeq{\stackrel{\tiny\text{def}}{=}}
$
6.7. Notes
More information on random processes is available in most random processes textbooks. Three examples are (Ross, 2009), (Karlin, 1975), and (Billingsley, 1995), listed in order of increasing level of mathematical rigor.