The glaring omission in that article is however the same statistic for the UK, with aggregate debt at 469%. Even after gratuitously subtracting the contribution of the London financial sector, it remains above that of Spain in the underlying source...
Would like to point out that this has little to do with the EU as such, but is the UK's overzealous interpretation of EU law. The UK, especially with health and safety regulations, are masters at coming up with bizarre rules and then blaming the bizarreness on EU rules although strangely no...
Think the Physics dept at KCL is fairly small, which might explain the variability in rankings.
That doesn't mean it's bad, but might mean less choice, if you're looking to to get involved in undergrad research depending on which areas you find interesting.
The words Oxygen and Hydrogen have the same meaning - i.e. acid creator and water creator in Latin, respectively. Only difference is that their names were translated into Dutch and German, whereas English retained the Latin name.
The discovery that the chemistry actually works differently was...
If you just want the quantile (inverse CDF) of the chi squared distribution, that can be approximated with the normal distribution inverse CDF for large numbers of degrees of freedom.
That isn't known analytically either, but matlab etc. have good approximations.
Or do you want something...
That's how college exams work in many countries anyhow. E.g. In the UK an A corresponds to a mark of 70% and someone ever getting close to 100% is exceedingly rare in an individual exam, let alone consistently, would say the average is usually around 60%. Everything's still based on the...
And don't think you'll get a nice analytic distribution for this. There seem to be a few numerical methods out there for managing the distribution of a linear combination of non-central chi squared random variables though, which is fairly close to what you want (apart from the square root)
After the substitution, y is just a dummy variable and consequently independent of x. If it was a definite integral, the substitution would have moved the dependency on x to the integral limits but because the integral is over all space, they are still independent of x after the substitution.
Which events are meant to be both independent and disjoint in this case? The only way I can see that two events can ever be both independent and disjoint is if one of them has probability zero.
The main events for the coin tosses are
- the two events representing the results of each...
Disjoint events are mutually exclusive, which is a strong form of statistical dependence (so if you know event A occurred you know that B definitely did not occur and vice versa), meaning
P(A\cap B) = 0
For events to be independent on the other hand, knowing if one event occurred does not...
For fixed n, the condition
X_k = log ( n )
gives you a probability for each of the exponential random variables to be included in the count. So, what distribution does that mean N has in terms of n, k and that probability?
The limit of that distribution as n goes to infinity should then be...
And yes, for software development roles, people do filter by degree specialisation, but usually the criterion is something like 'a degree in a numerate/technical subject' rather than just CS.
So you should be fine with a math degree, if you can show some motivation about why you want to do...