Question 1
What are modular forms humorously referred to as, according to Martin Eichler?
Question 2
What is a Q-analogue of the factorial in the Q-exponential function?
Question 3
What is Euler's q-series power series representation?
Question 4
How does Euler's partition function, P(n), operate?
Question 5
What mathematical function is highlighted concerning Ramanujan's work?
Question 6
What is intended as the outcome of studying modular forms according to the lecture?
Question 7
What inspired the lecture series on modular forms?
Question 8
What is an example of applying Q-series in combinatorics?
Question 9
Which mathematical identity did Jacobi introduce in 1829?
Question 10
What property is associated with the tau function discussed in class?
Question 11
In what areas does Q-philosophy have consequences?
Question 12
Why must Q > 1 for the Q-exponential function?
Question 13
What historical figure is credited with introducing Q-series?
Question 14
What is the Q-philosophy's new view of numbers?
Question 15
What transformation is used to prove Jacobi’s Triple Product Identity?