As a Physics Phd student, what are the skill required for Quant?

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SUMMARY

To transition from a Physics PhD program to a quantitative analyst (quant) role, candidates must develop skills in mathematical and statistical approaches, particularly in statistics, probability, and calculus focused on partial differential equations. Essential numerical methods include the Finite Difference Method and Monte Carlo simulations, both crucial for solving partial differential equations and risk management. While a background in physics provides a strong foundation, additional training in econometrics and software development for trading strategies, portfolio optimization, and risk management is necessary for success in the finance sector.

PREREQUISITES
  • Strong understanding of statistics and probability
  • Proficiency in calculus, particularly partial differential equations
  • Familiarity with numerical methods such as Finite Difference Method and Monte Carlo simulations
  • Basic programming skills in Python and C++ for quantitative analysis
NEXT STEPS
  • Learn advanced statistical techniques and econometrics
  • Study numerical analysis methods applicable to finance
  • Explore software development practices for trading strategy implementation
  • Research risk management techniques, including time series analysis and backtesting
USEFUL FOR

Physics PhD students, aspiring quantitative analysts, and professionals interested in transitioning from academia to finance, particularly those seeking roles in quantitative finance in NYC.

brianwang76
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First of all I read a lot info from post by twofish-quant but I am not sure if its outdated already.

So I am currently in the second year of my grad school (PhD program) in physics, specialized in observation cosmology (galaxy survey aiming at Dark Energy/inflation/BAO/...). As much as I like studying physics and learn things about the universe, I start to think that the path of research didn't really fit me, as I am not dedicated enough to stay sharp in academia, and the field is extremely saturated already. Then I learned that people having physics PhD go to wall st and become quant, and many of them were either in theoretical physics or have skills in simulations/computing/machine learning/datamining...etc.

My research on the other hand, mainly involves image reduction, possibly some simulations but not much and further data reductions for scientific results. We also build detectors and telescopes (an observation project completely by ourselves). I feel like I will be using some pythons and a bit c++ and that's pretty much it, but I may be wrong. If that's the case though, would I be able to learn basic required skills to apply for quant when I graduate? Or is it possible to learn by myself through the years and then apply for one? I am not sure to what extent my research will lead me in terms of coding and modeling but I am a bit worried that this might not be the field I am specialized in.

I guess the primary reason for me to be interested in quantitative analysist is that I read that (from physics forum) the working environment is very similar to academia, and its centered in NYC. I really, really hope I can get a job in NYC for at least a few years. (I know, this reason sounds silly). I kind of like the current project I am working on with and the advisor is fantastic. I am not sure if the skills can't be obtained, is it worth it to go to other projects. So just to ask my question again, would I be able to learn basic required skills to apply for quant when I graduate in my research field? Or should I learned it by myself in these few years?
Thanks for this ignorant questions!
 
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Here's the wikipedia article on quantitative analysts and the type of math they use:

http://en.wikipedia.org/wiki/Quantitative_analystSo one part of your question is:

Do you have the background and/or/ project experience in these math areas?

Mathematical and statistical approaches

Because of their backgrounds, quantitative analysts draw from three forms of mathematics: statistics and probability, calculus centered around partial differential equations, and econometrics. The majority of quantitative analysts have received little formal education in mainstream economics, and often apply a mindset drawn from the physical sciences. Physicists tend to have significantly less experience of statistical techniques, and thus lean on approaches based upon partial differential equations, and solutions to these based upon numerical analysis.

The most commonly used numerical methods are:

Finite difference method – used to solve partial differential equations;
Monte Carlo method – Also used to solve partial differential equations, but Monte Carlo simulation is also common in risk management.

Do you have an interest in the following types of work?

Areas of work

Trading strategy development
Portfolio optimization
Derivatives pricing and hedging: involves a lot of highly efficient (usually object-oriented) software development, advanced numerical techniques, and stochastic calculus
Risk management: involves a lot of time series analysis, calibration, and backtesting for an example of Back Testing see Quantech Investments*Credit analysis
 

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