University Choice for QR/QT
Hi all,
I'm interested in quantitative finance (1st priority) among ib/mbb (2nd/3rd), and I am coming to decide what courses at what universities I'd like to apply for, with my fields of interest in mind.
I understand that there is a large weighting toward STEM candidates within fields like quant research / trading, something not so common in corporate finance (i.e. have seen people take a variety of degrees).
I wanted to know your thoughts on choosing between the following, with that in mind:
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St. Andrews (A semi-target?) - doing a MMaths or Statistics degree.
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UCL (Target) - doing a Social Science w/ Data Science (Watered down degree) / History, Politics & Economics degree.
I'm going to assume that for Quant it'd be much better for St. Andrews given the notorious rigour in Maths degrees + STEM candidates. Although, I'm struggling to understand how much the target/semi-target label would affect my chances at breaking into Quant, if I were to choose a less rigorous course at UCL - as the social science with data science course is watered down with non-desirable social science modules i.e. sociology - I would assume it to be near impossible here.
My opinion would be to go for St. Andrews for the best chances - but I would like to seek out some other opinions to see your thoughts, also.
Would love to hear any thoughts. Thanks!
Truth is that quant is much harder to break in; as such you really need to got to a top top uni and study maths (or physics / other quantitative heavy engineering/cs subject). In general this would be cambridge, oxford, imperial, and warwick for Maths. and just the first 3 for physics/engineering/CS.
While I agree, I've seen some have got in with doing a good STEM degree at an unknown university for undergrad, and then supplementing their profiles by going to a target/better known for an equally quantitative/STEM masters degree (as you mention oxb, imperial, w'wick, among other universities like UCL - targets for IB).
So I'm still not entirely sure; wondering what my odds are like from both perspectives.
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