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Higher order KdV-type equations with Robin boundary conditions on $\mathbb{R}^+$
We study the initial boundary value problem (IBVP) for the higher order Korteweg--de Vries type equation \[\partial_tu+(-1)^{j+1}\partial_x^{2j+1}u+\frac12\partial_x(u^2)=0,\qquad j\in\mathbb{N},\] on the right half line, subject to the Robin boundary conditions \[(\partial_x+γ)\partial_x^{\ell-1}u(
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