- #1
EngWiPy
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Dear all,
How can I find the the following conditional probability: [tex]f_Y(y/\gamma_f\leq \gamma_0)[/tex], where [tex]Y=\gamma_f+\text{min}(\gamma_h,\gamma_g)[/tex], where all gammas with subscripts f, g, h are i.i.d exponential random variables.
Thanks in advance
How can I find the the following conditional probability: [tex]f_Y(y/\gamma_f\leq \gamma_0)[/tex], where [tex]Y=\gamma_f+\text{min}(\gamma_h,\gamma_g)[/tex], where all gammas with subscripts f, g, h are i.i.d exponential random variables.
Thanks in advance