Question
Be convinced using (22), that at $n<-1 / \sigma$ for any point $m_0<\infty$ is valid $\xi\left(m_0, t\right) \rightarrow 0, t \rightarrow 0$ and $p\left(m_0, t\right) \rightarrow p(0, t) \rightarrow \infty, t \rightarrow 0$.
Step 1
Although it's not provided in the question, I'll assume it relates to the functions ξ(m₀,t) and p(m₀,t) in some way. Since we need to work with the condition n < -1/σ, we'll need to understand how these functions behave as t approaches 0. Show more…
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