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C. Smartt, D.W.P. Thomas, S. Greedy, J. Verpoorte, J. Lansink Rotgerink
\textsl{SACAMOS User Guide}

\bibitem{PaulMTL}
C.R.~Paul,
\textsl{Analysis of Multi-conductor Transmission Lines}, 
Second edition, John Wiley \& Sons, 2008, ISBN 978-0-470-13154-1.

\bibitem{Agrawal}
A.K.~Agrawal, H.J.~Price, S.H.~Gurbaxani,
\textsl{Transient Response of Multiconductor Transmission Lines Excited by a Nonuniform Electromagnetic Field}, 
IEEE Trans EMC, Vol 22, No 2, pp 119-129, 1980.

\bibitem{Scaife}
B.K.P.~Scaife,
\textsl{Principles of Dielectrics},
Oxford University Press, 1998

\bibitem{Schelkunoff}
S.A.~Schelkunoff,
\textsl{The Electromagnetic Theory of Coaxial Transmission Lines and Cylindrical Shields}, 
Bell System Technical Journal,Vol 13, No 4, pp 532-579, 1934.

\bibitem{PaulSpiceEinc}
C.R.~Paul,
\textsl{A SPICE Model for Multiconductor Transmission Lines Excited by an Incident Electromagnetic Field}, 
IEEE Trans EMC, Vol 36, No 4, pp 342-354, 1994.

\bibitem{Xie}
H.~Xie, J.~Wang, R.~Fan, Y.~Liu,
\textsl{SPICE Models to Analyze Radiated and Conducted Susceptibilities of Shielded Coaxial Cables}, 
IEEE Trans EMC, Vol 52, No 1, pp 215-222, 2010.

\bibitem{Jin} 
J-M ~Jin, 
\textsl{The Finite Element Method in Electromagnetics} 
3rd Edition, John Wiley \& sons 2014.

\bibitem{Chen}
Q. Chen, A. Konrad, 
\textsl{A Review of Finite Element Open Boundary Techniques for Static and Quasi-Static Electromagnetic Field Problems}, 
IEEE Transactions on Magnetics, Vol.33, No 1, January 1997

\bibitem{Brigham}
E.O.~Brigham,
\textsl{The Fast Fourier Transform and its Applications},
Prentice Hall, 1988.

\bibitem{Eispack}
\textsl{http://www.netlib.org/eispack/}

\bibitem{Dawson}
J.F.~Dawson, J.A.~Cole, S.J.~Porter,
\textsl{Modelling of transmission and reflection of thin layers for EMC applications in TLM.}

 10th international conference on EMC, 1997, pp65-70.

\bibitem{Cauer}
W. Cauer
\textsl{Synthesis of Linear Communication Networks}
vols 1 and 2, 2nd ed. McGraw-Hill New York, 1958.

\bibitem{Foster}
R. M. Foster
\textsl{A reactance Theorem}
Bell System Tech. J, vol 3 1924, pp 259-267

\bibitem{Brune}
O. Brune,
\textsl{Synthesis of a finite two-terminal network whose driving-point impedance is a prescribed function of frequency}
J. of Math. Phys., Vol 10, 1931, pp 191-236.

%\bibitem{Brune2}
%F. Mukhtar, Y. Kuznetsov, P. Russer
%\textsl{Network modelling with Brune's synthesis}
%Advances in Radio Science., 9,  2011, pp 91-94.

\bibitem{Youla}
D. C. Youla
{Theory and Synthesis of Linear Time-Invariant Networks}
Cambridge University Press, 2015.

\end{thebibliography}