Math expectation equal to quantile
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I am trying to find any distribution corresponding to following:
E(X) = x_5, where
F(x_5) <= 0,05 ; F(x_5+0) >= 0,05
Is there any distributions having that speciality?
I tried to find the one among exponential dist., log-norm and so on but i didn`t succeed
statistics probability-distributions quantile
add a comment |Â
up vote
-3
down vote
favorite
I am trying to find any distribution corresponding to following:
E(X) = x_5, where
F(x_5) <= 0,05 ; F(x_5+0) >= 0,05
Is there any distributions having that speciality?
I tried to find the one among exponential dist., log-norm and so on but i didn`t succeed
statistics probability-distributions quantile
Here's a MathJax tutorial :)
â Shaun
Jul 20 at 19:36
For instance, you can take $$P(X=-1)=P(X=1)=0.02, P(X=0)=0.96$$ with $x_5=EX=0$.
â NCh
Jul 24 at 4:16
add a comment |Â
up vote
-3
down vote
favorite
up vote
-3
down vote
favorite
I am trying to find any distribution corresponding to following:
E(X) = x_5, where
F(x_5) <= 0,05 ; F(x_5+0) >= 0,05
Is there any distributions having that speciality?
I tried to find the one among exponential dist., log-norm and so on but i didn`t succeed
statistics probability-distributions quantile
I am trying to find any distribution corresponding to following:
E(X) = x_5, where
F(x_5) <= 0,05 ; F(x_5+0) >= 0,05
Is there any distributions having that speciality?
I tried to find the one among exponential dist., log-norm and so on but i didn`t succeed
statistics probability-distributions quantile
asked Jul 20 at 17:55
Deily Angel
1
1
Here's a MathJax tutorial :)
â Shaun
Jul 20 at 19:36
For instance, you can take $$P(X=-1)=P(X=1)=0.02, P(X=0)=0.96$$ with $x_5=EX=0$.
â NCh
Jul 24 at 4:16
add a comment |Â
Here's a MathJax tutorial :)
â Shaun
Jul 20 at 19:36
For instance, you can take $$P(X=-1)=P(X=1)=0.02, P(X=0)=0.96$$ with $x_5=EX=0$.
â NCh
Jul 24 at 4:16
Here's a MathJax tutorial :)
â Shaun
Jul 20 at 19:36
Here's a MathJax tutorial :)
â Shaun
Jul 20 at 19:36
For instance, you can take $$P(X=-1)=P(X=1)=0.02, P(X=0)=0.96$$ with $x_5=EX=0$.
â NCh
Jul 24 at 4:16
For instance, you can take $$P(X=-1)=P(X=1)=0.02, P(X=0)=0.96$$ with $x_5=EX=0$.
â NCh
Jul 24 at 4:16
add a comment |Â
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Here's a MathJax tutorial :)
â Shaun
Jul 20 at 19:36
For instance, you can take $$P(X=-1)=P(X=1)=0.02, P(X=0)=0.96$$ with $x_5=EX=0$.
â NCh
Jul 24 at 4:16