QUESTION

Let N(m, \sigma^2) be a Gaussian distribution with mean m and variance \sigma^2. Calculate KL(N(0, 1), N(1, 2)) (Round to 2 decimal accuracy; And use log with base 10).

Let f(A) = ||A||_1 + ||A||_2 + ||A||_\infty. f(A) is also a norm of A . True/False

Explain it clearly and plz avoid handwriting

Thank you