His research interest is originated from the continuing work in computational methods in electromagnetics, particularly numerical modelling of wire antennas in the presence of inhomogeneous media and interaction of electromagnetic waves with human body.

In his master thesis he investigated the finite element solution of integral equations in wire antenna problems. One of the most important contributions is developing a certain variant of integral finite element technique for wire antennas and scatterers of arbitrary shape in the presence of a inhomogeneous medium. In addition, the so-called exponential approximation technique is successfully applied to the Sommerfeld integrals evaluation. This finite element/exponential approximation procedure provides accurate and efficient calculation of equivalent current distribution along wire, near and far field evaluation and very simple technique for input impedance evaluation.