First round was essentially about machine learning.
Crap was the second round. After being confirmed before the interview that test can be attempted in Python, Interviewer asked to attempt it in C++ and said he was not intimated about the fact that the interview can be attempted in Python. Interviewer himself did not know derivation of standard deviation formula, which he asked before the coding. He started to google about the basic derivation and spent 10 minutes on his search in a 60 minutes interview. God should save us from such an interviewer who himself does not know basic statistical derivation. Second question was dynamic programming based.
Afterwards there were questions on machine learning( though it was a programming test).
Tragedy was that there was no reply on interview result despite repeated reminders.
J'ai passé un entretien chez Quadeye (New York, NY)
Entretien
First call with one of the owners. Second call was a technical interview - solve two programming questions (Python and C++). Third interview was a technical interview focused on how you approach the research problem. They told me that they want me to talk with two more members of their quant team, back after that they never got back to me.
Questions d'entretien [1]
Question 1
Programming questions - for the first one you can choose the programming language (python or c++). The second one was in c++
J'ai passé un entretien chez Quadeye (Gurgaon, Haryana)
Entretien
Easy interviews compared to other HFTs. Many of the problems are directly from standard sources. Maybe they don't really give much weight to interview scores. Only CGPA matters to them.
J'ai passé un entretien chez Quadeye (Gurgaon, Haryana)
Entretien
Very typical quant questions like puzzles. Fun experience. Quantguide.io and standard books help a lot. Need to have strong base of probability to have a good shot at cracking the interview
Questions d'entretien [1]
Question 1
You are given two fair dice: one is a normal six-sided die and the other is an illegible, six-sided die. Note that the values on this other die do not necessarily need to be 1−6. Whenever you toss the two dice, it is equally likely for the sum of the faces to be any integer between 1-12, inclusive. What is the sum of the sides of the illegible die?
