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We develop here a particular version of the partial regularity theory for theMagneto-Micropolar equations (MMP) where a perturbation term is added. Theseequations are used in some special cases, such as in the study of the evolutionof liquid cristals or polymers, where the classical Navier-Stokes equations arenot an accurate enough model. The incompressible Magneto-Micropolar system iscomposed of three coupled equations: the first one is based in theNavier-Stokes system, the second one considers mainly the magnetic field whilethe last equation introduces the microrotation field representing the angularvelocity of the rotation of the fluid particles. External forces are consideredand a specific perturbation term is added as it is quite useful in someapplications.

Interior epsilon-regularity theory for the solutions of the magneto-micropolar equations with a perturbation term