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We consider problems involving singularities such as point force, point moment, edge dislocation and a circular Eshelby's inclusion in isotropic bimaterials in the presence of an interface incorporating surface/interface elasticity under plane strain deformations and derive elementary solutions in terms of exponential integrals. The surface mechanics is incorporated using a version of the continuum-based surface/interface model of Gurtin and Murdoch. The results indicate that the stresses indoi:10.2298/tam1404267w fatcat:u5ohvt72ubazpku67qrihxlcta