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Professor Dr T.E. Simos ‐ CV<br />

P11. T.E. Simos and A.D. Raptis: Numerov‐type methods with minimal<br />

phase‐lag for the numerical integration of the one‐dimensional Schrödinger<br />

equation, Computing, 45, 175‐181(1990).<br />

P12. T.E. Simos: A two‐step method with phase‐lag of order infinity for<br />

the numerical integration of second order periodic initial‐value problems,<br />

International Journal of Computer Mathematics, 39, 135‐140(1991).<br />

P13. T.E. Simos: Some new four‐step exponential fitting methods for<br />

the numerical solution of the radial Schrödinger equation, IMA Journal of<br />

Numerical Analysis, 11, 347‐356(1991).<br />

P14. A.C. Allison, A.D. Raptis and T.E. Simos: An eighth order formula for<br />

the numerical integration of the one‐dimensional Schrödinger equation, Journal<br />

of Computational Physics, 97, 240‐248(1991).<br />

P15. T.E. Simos: A Numerov‐type method for the numerical solution of<br />

the radial Schrödinger equation, Applied Numerical Mathematics, 7, 201‐<br />

206(1991).<br />

P16. A.D. Raptis and T.E. Simos: A four‐step phase‐fitted method for the<br />

numerical integration of second order initial‐value problem, BIT, 31, 160‐<br />

168(1991).<br />

P17. T.E. Simos: Explicit two ‐ step methods with minimal phase‐lag for<br />

the numerical integration of special second order initial value problems and<br />

their application to the one‐dimensional Schrödinger equation, Journal of<br />

Computational and Applied Mathematics, 39, 89‐94(1992).<br />

P18. T.E. Simos and A.D. Raptis: A fourth order Bessel fitting method for<br />

the numerical solution of the Schrödinger equation, Journal of Computational<br />

and Applied Mathematics, 43, 313‐322(1992).<br />

P19. T.E. Simos: Exponential fitted methods for the numerical<br />

integration of the Schrödinger equation, Computer Physics Communications,<br />

71, 32‐38(1992).<br />

P20. T.E. Simos: Two‐step almost P‐stable complete in phase methods<br />

for the numerical integration of second order periodic initial‐value problems,<br />

International Journal of Computer Mathematics, 46, 77‐85(1992).<br />

P21. T.E. Simos: An explicit almost P‐stable two‐step method with phaselag<br />

of order infinity for the numerical integration of second order periodic<br />

Page 27 of 379

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