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software to fit optical spectra - Quantum Materials Group

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5. Bibliography<br />

1. OPTPAL as well as many other useful FORTRAN <strong>optical</strong> programs by Dirk van der Marel<br />

can be downloaded from http://optics.unige.ch/vdm/marel_files/fortran_codes.html.<br />

2. Principles of optics, M.Born, E.Wolf, Pergamon Press (1968).<br />

3. Numerical recipes, W.H.Press, B.P.Flannery, S.A.Teukolsky and W.T.Vetterling,<br />

Cambridge Univ. Press (1986).<br />

4. Variational <strong>fit</strong>ting of <strong>optical</strong> data A.B.Kuzmenko, <strong>to</strong> be published.<br />

5. J.W. van der Eb, A.B.Kuzmenko and D. Van der Marel, Phys. Rev. Lett. 86, 3407 (2001).<br />

6. F.C.Jahoda, Phys.Rev. 107, 1261 (1957).<br />

7. H.Somal, PhD Thesis, University of Groningen (1999).<br />

8. A.B.Kuzmenko, N.Tombros, H.J.A.Molegraaf, M.Grüninger, D. van der Marel and<br />

S.Uchida, Phys. Rev. Lett. 91, 037004 (2003).<br />

9. F.P.Mena, <strong>to</strong> be published.<br />

10. A.B. Kuzmenko, D. van der Marel, P. J. M. van Bentum, E. A. Tishchenko, C. C.Presura,<br />

and A. A. Bush, Phys. Rev. B, 63, 094303 (2001).<br />

11. D. van der Marel, Phys. Rev. B 60, R765 (1999).<br />

12. W.Zimmermann, E.H.Brandt, M.Bauer, E.Seider and L.Genzel, Physica C 183, 99 (1991).<br />

13. C.C.Homes, T.Timusk, D.A.Bonn, R.Liang and W.Hardy, Physica C 254, 265 (1995).<br />

14. O.S.Heavens, “Thin Film Physics”, Ed. Methuen, London (1970).<br />

Guide <strong>to</strong> RefFIT Page 94

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