- #1
EngWiPy
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Hello,
Suppose that we have the following set of independent and identically distributed RVs: [tex]\gamma_1,\,\gamma_2,\,\ldots,\,\gamma_M[/tex]. Arranging them in descending order as: [tex]\gamma_{1:M}\ge\gamma_{2:M}\ge\cdots\ge\gamma_{M:M}[/tex]. Now suppose we select the largest [tex]m\leq M[/tex] order statistics. What is the PDF of the selected set? Mathematically:
[tex]f_{\gamma_{1:M},\,\ldots,\,\gamma_{m:M}}(\gamma_{1:M},\,\ldots,\,\gamma_{m:M})=??[/tex]
Thanks in advance
Suppose that we have the following set of independent and identically distributed RVs: [tex]\gamma_1,\,\gamma_2,\,\ldots,\,\gamma_M[/tex]. Arranging them in descending order as: [tex]\gamma_{1:M}\ge\gamma_{2:M}\ge\cdots\ge\gamma_{M:M}[/tex]. Now suppose we select the largest [tex]m\leq M[/tex] order statistics. What is the PDF of the selected set? Mathematically:
[tex]f_{\gamma_{1:M},\,\ldots,\,\gamma_{m:M}}(\gamma_{1:M},\,\ldots,\,\gamma_{m:M})=??[/tex]
Thanks in advance