Computational Geometry and other standard programming questions
Quantitative Research Intern Interview Questions
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tELL ME the difference between Ridge and Lasso
I really want to finish this?
Describe regularization and its pros and cons.
A person’s birthday occurs on a day i with probability pi, where i = 1, . . . , n. Assume independent assignment of birthdays among different people. In a room with k people, let Pk = Pk(p1, . . . , pn) be the probability that no two persons share a birthday. Show that this probability is maximized when all birthdays are equally likely: pi = 1/n for all i.
what is your favorite class
Some basic machine learning questions, like overfitting.
I would suggest refreshing geometric probability and Bayes.
They gave you some tables and graphs and asked some basic questions like the trends or the proportion, etc.
How would you be a good fit for this position?
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