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In this paper, a class of cell centered finite volume schemes,
on general unstructured meshes, for a linear convection-diffusion
problem, is studied. The convection and the diffusion are respectively
approximated by means of an upwind scheme and the so called diamond
cell method [4]. Our main result is an error estimate of
order , assuming only the (for ) regularity of the
continuous solution, on a mesh of quadrangles. The proof is based on an
extension of the ideas developed in [12]. Some...
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