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Nonconforming Virtual Elements for the Biharmonic Equation with Morley Degrees of Freedom on Polygonal Meshes
.The lowest-order nonconforming virtual element extends the Morley triangular element to polygons for the approximation of the weak solution \(u\in V:=H^2_0(\Omega )\) to the biharmonic equation. The abstract framework allows (even a mixture of) two examples of the local discrete spaces \(V_h(P)\) and a smoother allows rough source terms \(F\in …