What is your thoughts about Saudi Arabia-Iran tension in the Middle East? (And a bunch of questions around this, asked by a hiring manager, during the interview-lunch)
Operations Research Internship Interview Questions
497 operations research internship interview questions shared by candidates
How do you rate your coding skills?
Optimization modeling questions
What's Bayes Rule
Explain a high level overview of calculus used in machine learning algorithms. Describe a time of joining multiple datasets together; was parallel computing leveraged? 2 Standard questions on basic project management skills / collecting appropriate business requirements for an analysis publication.
set up a model for a bipartite matching between arriving airplanes and concourses. given a list of arrival times, effectively arrange the crew scheduling.
Demonstrate how to use ADO.NET classes to perform database operations including read data in disconnect/connect mode, insert, delete, update, transaction etc. I don't know ADO.NET, so....... Maybe it's not a difficult question.
I presented two case studies with specific follow-up questions about each project. They also asked me about the process I follow, how I collaborate with other workmates, engage with them, and approach issues or disagreements with internal stakeholders.
In an undirected connected graph G = (N, A), an Euler tour is a walk that starts at some node, visits each arc exactly once, and returns to the starting node. A graph is Eulerian if it contains an Euler tour. Show that in an Eulerian graph, the degree of every node is even. Next, show that if every node in a connected graph has an even degree, the graph is Eulerian. Establish the second result by describing an O(m) algorithm for determining whether a graph is Eulerian and, if so, will construct an Euler tour. (Hint: Describe an algorithm that decomposes any graph with only even-degree nodes into a collection of arc-disjoint cycles, and then converts the cycles into an Euler tour.)
At the beginning of a dinner party, several participants shake hands with each other. Show that the participants that shook hands an odd number of times must be even in number.
Viewing 431 - 440 interview questions