Please submit your problem sets via email if possible. Also, please check the course schedule regularly for recommended reading.
Problem set 8 is due April 17 (extra time to allow for final projects). Andrew Landahl's lecture notes have been posted and will be useful for answering the questions in problem set 8.
PS7: In problem 4, assume a unique binary representation for each element of G and an efficient way to recognize if a binary string represents an element of G, and assume an efficient algorithm to apply the group operation on two elements. You can find a solution in https://arxiv.org/pdf/cs/0101004.pdf. Give a concise explanation of their approach in your own words; you can accept the theorems they use without proof.
PS6: Also, in problem 1, assume equal cost for any Pauli corrections that are determined from measurement outcomes.