A conforming virtual element method for the Sobolev equation with convection achieves optimal O(h^{k+1}) L2 and O(h^k) energy convergence rates, with O(τ) accuracy in time.
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Convergence Analysis of Virtual Element Methods for the Sobolev Equation with Convection
A conforming virtual element method for the Sobolev equation with convection achieves optimal O(h^{k+1}) L2 and O(h^k) energy convergence rates, with O(τ) accuracy in time.