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We present the numerical analysis on the Poisson problem
of two mixed Petrov-Galerkin
finite volume schemes for equations in divergence form
. The first scheme, which has been
introduced in [CITE], is a generalization in two dimensions
of Keller's box-scheme. The second scheme is the dual of the first
one, and is a cell-centered
scheme for and the flux . For the first scheme, the two trial
finite element spaces are
the nonconforming space of Crouzeix-Raviart
for the primal unknown and...
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