Recent content by haziq

@BvU Fair enough :smile:. Here’s what I’ve deduced so far (for part a) Assuming ##V’(x_1) \neq 0##, we need to show that ##t=lim_{h \rightarrow x_1} \int_{x_0}^{h} {\sqrt{\frac {m} {E_0 - V(y)}} dy} \in \mathbb{R}## since the upper bound is a vertical asymptote. I *think* ##V’(x_1) \neq 0##...

Hi @BvU, sorry for the confusion. That’s not the problem I was referring to. I just included that for context. That’s actually problem 1 and it was pretty easy to solve. With regards to problem 2, I’m completely lost. Probably because the book is titled Quantum Theory for Mathematicians and I’m...

I’ve been trying to solve this for ages. Would really appreciate some hints. Thanks