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Can anyone help with this question please? Many thanks!!!!! Let Ω Rn be a bounded domain and f : Ω-, R and g : 0Ω-+ R b...

Can anyone help with this question please? Many thanks!!!!!

Let Ω Rn be a bounded domain and f : Ω-, R and g : 0Ω-+ R be given functions. Consider the PDE problem -Au = f in Ω, where n

Let Ω Rn be a bounded domain and f : Ω-, R and g : 0Ω-+ R be given functions. Consider the PDE problem -Au = f in Ω, where n is the external unit normal of Q. Show that there is at most one solution u E C2(Q) n Co (O). For this purpose, use an energy argument as before but amend the energy as appropriate.
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Can anyone help with this question please? Many thanks!!!!! Let Ω Rn be a bounded domain and f : Ω-, R and g : 0Ω-+ R b...
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