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A meshfree method namely, element free Gelerkin (EFG) method, is presented in this paper for the solution of governing equations of 2-D potential problems. The EFG method is a numerical method which uses nodal points in order to discretize the computational domain, but where the use of connectivity is absent. The unknowns in the problems are approximated by means of connectivityfree technique known as moving least squares (MLS) approximation. The effect of irregular distribution of nodal pointsdoi:10.4236/am.2015.61015 fatcat:e5m5duoewrawjmawtg75puawny