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dsaxton
dsaxton
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I'm having $(X_1,...,X_N)$ and $(Y_1,...,Y_M)$. $X$ and $Y$ are supposed to have normal distribution. How can I check statisticaly if $X_n$ in most cases is greater then $Y_n$. What criteriumcriterion should I use? What criteriumcriterion could be used if distribution is not normal?

I'm having $(X_1,...,X_N)$ and $(Y_1,...,Y_M)$. $X$ and $Y$ are supposed to have normal distribution. How can I check statisticaly if $X_n$ in most cases is greater then $Y_n$. What criterium should I use? What criterium could be used if distribution is not normal?

I'm having $(X_1,...,X_N)$ and $(Y_1,...,Y_M)$. $X$ and $Y$ are supposed to have normal distribution. How can I check statisticaly if $X_n$ in most cases is greater then $Y_n$. What criterion should I use? What criterion could be used if distribution is not normal?

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Eugeny89
Eugeny89
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How can I prove that values from $X_n$ greater $Y_n$

I'm having $(X_1,...,X_N)$ and $(Y_1,...,Y_M)$. $X$ and $Y$ are supposed to have normal distribution. How can I check statisticaly if $X_n$ in most cases is greater then $Y_n$. What criterium should I use? What criterium could be used if distribution is not normal?