The communiquรฉ officiale can be found here.
> Faced with an epidemic outbreak, Prime Minister Jean Castex announced this Monday evening restrictions to 2,000 people indoors and 5,000 outdoors for the sporting events that will be put in place from Monday, January 3, 2022.
Note that they also wanted to reschedule today's match to the 2nd January on which 14 Coupe de France matches were played without these restrictions set in place.
Okay, let's see what everyone thinks we are going to get as a bonus for completing the Xenothreat Missions.
Assuming you made it all the way to top rank.
I found that 2 sample kolmogorov- Smirnoff test might be appropriate for this but in R, the test requires the data of the 2 sample which I don't have.
Is there other test I can do?
I have to find the CDF of W=(1-Z)X+ZY where the CDF of X and Y is F:R->[0,1] and Z is a Bernoulli random variable. X, Y, Z are independent variables. I know how to calculate the CDF of two products but I am stuck calculating the distribution of the sum (although I know the thing with convolution).
I was looking to find P(X<x and Y<y) where X and Y are marginally N(0,1) with correlation = r != 0.
Is there a formula that can express this in terms of the univariate CDF? If not, is there a nice approximation out there that's regularly used?
Why is the CDF of cantor function called the 'Devil's staircase' ? What is devilish about it ?
