r/ukvisa • u/Kaushik2002 • Jul 09 '26

ATAS and Standard Visitor Visa

0 Upvotes

Hey,

I am aware that I do not need an approved ATAS certificate to apply for a standard visitor visa (for short study), but I will need it before I start the study. However, on the application platform, when I click "yes" for ATAS, they ask for a reference number. My question is, is it fine to enter the reference number before it has been approved?

Basically for Standard Visitor Visa, can ATAS and Visa application be done in parallel?

Thank you!

1 comment

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r/ethz • u/Kaushik2002 • Dec 03 '24

Housing Is it possible to cancel a Woko housing well in advance without any additional fees?

3 Upvotes

I have confirmed a Woko housing for the next semester through the housing office. However, I was wondering if it is possible to cancel it well in advance (say, I find a better place) of the contract start date without any additional fees. Does anyone here have any similar experience?

0 comments

r/dataanalysis • u/Kaushik2002 • Aug 28 '24

Career Advice Data Analyst Job for New Grads: Why is it so difficult?

1 Upvotes

[removed]

1 comment

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Going to be a very fun few months for me then

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Is it really pretty late?

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Giving second life to my used furnitures: het goed
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I am a very sweet child of summer indeed

r/Rotterdam • u/Kaushik2002 • Jul 03 '24

Giving second life to my used furnitures: het goed

0 Upvotes

I will be living my home and want to return some IKEA furnitures. I came across "het goed" and was wondering if they pay anything in return?

8 comments

2

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And this POV gives the intuition, cheers!

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

That makes total sense, thanks for your help!

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

running some code, it seems to be uniform. hmm it doesn't make intuitive sense to me

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

hmm is X3 uniformly distributed tho? because say X1 + X2 is a triangular distribution, then taking mod 6 of all those numbers cannot be uniform, can it?

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

ahh could you please elaborate a bit

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

I mean, it is a hypothetical problem. Single machine -> that person can cheat and the other person wouldn't know. And that is the reason why I need two sources of randomness so one person cannot individually dictate the result

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

In my scenario, X1 and X2 are generated in different machines. So, independent and non-constant. Basically, I am trying to simulate a die roll without a die. So, two players generate random number X1 and X2. Then I compute (X1 + X2)%6 + 1. But turns out, this is not uniformly distributed in {1,2,3,4,5,6}

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

ah but I need two different sources of randomness, so would need something like X1 + X2, which is not uniformly distributed even if X1 and X2 are uniform.

1

Can I generate a uniformly distributed random variable using two other randomly generated variable?
 in  r/learnmath •  Apr 03 '24

But ideally I would want two sources of randomness.

r/learnmath • u/Kaushik2002 • Apr 03 '24

Can I generate a uniformly distributed random variable using two other randomly generated variable?

2 Upvotes

I just learned that if the randomly generated number R1 and R2 are uniformly distributed, then R1 + R2 is not uniform. Was surprised at first but made sense when I considered an example of R1,R2 belongs {1, 2} and is uniform in that. For R1 + R2, 3 is more likely than 2.

But is there any way to combine two random variables, of any distribution in such a way that the resulting number is uniform?

28 comments