I applied online. The process took 2 months. I interviewed at J.P. Morgan in Dec 2016
Interview
This is an internship interview. I took two round phone interview. Both round interviews focused on my resume and then asked some technical questions. In the second round, the interview schedule was very confusion. On Thursday morning, I received two phone calls from JP Morgan which told me that they would interview me for the second round. I thought I need to be interviewed by two people. I had one in that afternoon with the first guy, and scheduled another one on next Monday with the second guy. On Monday, I did not receive a call on time, so I called the second guy. He told me that I had finished the second round, and he did not need to interview me. They were very unprofessional for my interview. Firstly, they did not make a proper arrangement who will interview me. Secondly, they did not tell me the second interview was canceled.
Interview questions [1]
Question 1
Virtual function, two consecutive 6 of dice, linear regression, data structure.
I applied online. I interviewed at J.P. Morgan (Hong Kong) in Mar 2016
Interview
On site interview for two times after I submitted online application. The first one is about programming and requires you to write code on whiteboard. Also questions about delta and vega hedging. The second one is more about brain teasers. Each interview takes about 1 hour and the whole process took about 1 month after I submitted CV online.
Interview questions [1]
Question 1
100 prisoners wearing hats, blue and green. Only one time of asking questions for each person. How to make maximum people survive.
The process took 1+ week. I interviewed at J.P. Morgan (Londres, Inglaterra)
Interview
Telephone interview, I am asked to introduce myself and my PhD thesis, then am asked by questions including maths, probabilities, programming and one commercial awareness question. Overall, the interview is general. The interviewer is a nice guy.
Interview questions [1]
Question 1
If you have a stick, and you can cut it into 3 pieces randomly. What is the probability that these 3 pieces can make a triangle?