Question
Establish that at $\sigma \geq 1$ the first derivatives of solution (9) by $x$ and $t$ are discontinuous in the point $\bar{x}=x_{\Phi}(t)$, while at $\sigma \geq 1 / 2$ the second derivatives are discontinuous.
Step 1
We need to establish that for a solution (9), which isn't explicitly given, the first derivatives with respect to x and t are discontinuous at the point x̄ = xΦ(t) when σ ≥ 1, and the second derivatives are discontinuous when σ ≥ 1/2. Show more…
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