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In this work, we introduce a discrete specific inf-sup condition to estimate the L p norm, 1 p norm. This allows to prove the stability and convergence of quite general stabilized discretizations of these equations: SUPG, Least Squares, Adjoint-stabilized and OSS discretizations.

A reduced discrete inf-sup condition inLpfor incompressible flows and application

A reduced discrete inf-sup condition inL^pfor incompressible flows and application