@string{jacs = "Journal of the American Chemical Society"}
@string{jsr   = "Journal of Synchrotron Radiation"}
@string{prb  = "Physical Review B"}
@string{rmp  = "Reviews of Modern Physics"}
@string{ny   = "New York"}

@string{jjap = "Japanese Journal of Applied Physics"}
@string{jap  = "Journal of Applied Physics"}
@string{jchemp = "Journal of Chemical Physics"}
@string{jphysc = "Journal of Physics C"}
@string{nim  = "Nuclear Instruments and Methods"}
@string{physb = "Physica B"}
@string{pr   = "Physical Review"}
@string{prl  = "Physical Review Letters"}
@string{chemanal = "Chemical Analysis"}
@string{xbible = "{X-ray Absorption: Principles, Applications,
                  Techniques of {EXAFS}, {SEXAFS}, and {XANES}}"}


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  title = {New Technique for Investigating Noncrystalline Structures: Fourier Analysis of the Extended X-Ray\char22{}Absorption Fine Structure},
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  publisher = {American Physical Society},
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}

@Misc{data_format_working_group,
  key = "XAS Data Format Working Group",
  title =        {Data Format Working Group Wiki},
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  year =         2012}

@Misc{hdf_group,
key = {HDF GROUP},
  title = {HDF GROUP - HDF5},
  url = {{https://www.hdfgroup.org/HDF5/}},
  year =         2012}


@Misc{sqlite,
  author =       {Hipp, D. R.},
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  year =         2012}

@Misc{xasformat_mailing_list,
  key = {XAS Data Format Working Group},
  title =        "XASFORMAT mailing list",
  url = {{https://millenia.cars.aps.anl.gov/mailman/listinfo/xasformat}},
  year =         2012}


@Misc{lytle_database,
  author =       {Lytle, F. and Boyanov, B. and Segre, S.},
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@article{diffkk,
  title = {Inclusion of local structure effects in theoretical x-ray resonant scattering amplitudes using  ab initio x-ray-absorption spectra calculations},
  author = {Cross, J. O. and Newville, M. and Rehr, J. J. and Sorensen, L. B. and Bouldin, C. E. and Watson, G. and Gouder, T. and Lander, G. H. and Bell, M. I.},
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  volume = {58},
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  publisher = {American Physical Society},
  doi = {10.1103/PhysRevB.58.11215},
}

@article{Ohta:88,
author = {Koji Ohta and Hatsuo Ishida},
journal = {Appl. Spectrosc.},
keywords = {},
number = {6},
pages = {952--957},
publisher = {OSA},
title = {Comparison Among Several Numerical Integration Methods for Kramers-Kronig Transformation},
volume = {42},
month = {Aug},
year = {1988},
url = {https://as.osa.org/abstract.cfm?URI=as-42-6-952},
abstract = {Several numerical integration methods are compared in order to search out the most effective method for the Kramers-Kronig transformation, using the analytical formula of the Kramers-Kronig transformation of a Lorentzian function as a reference. The methods to be compared involve the use of (1) Maclaurin's formula, (2) trapezium formula, (3) Simpson's formula, and (4) successive double Fourier transform methods. It is found that Maclaurin's formula, in which no special approximation is necessary for the pole part of the integration, gives the most accurate results, and also that its computation time is short. Successive Fourier transform is less accurate than the other methods, but it takes the least time when used without zero-filling. These results have important relevance for programs used to obtain optical constant spectra and to analyze spectral data.},
}
