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<font color="red">[2005]</font> ''Scaling in complex systems: analytical theory of charged pores'', by A. Enriquez & L. Blum, [http://www.tandfonline.com/doi/abs/10.1080/00268970500221941 J. Molecular Physics, Volume 103, pp. 3201-3208] | |||
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Revision as of 23:59, 15 February 2018
Compact Cylindrical Green Function (CCGF)
Preface by Tohline
Cohl & Tohline (1999; hereafter CT99) present an expression for the Newtonian gravitational potential in terms of a Compact Cylindrical Green's Function expansion. Over a professional career that dates back to 1978, this has turned out to be one of my most oft-cited research publications and certainly has proven to be the publication with the most citations from research groups outside of the astrophysical community. Howard Cohl deserves full credit for this important discovery; I simply tagged along as his physics doctoral dissertation advisor and harshest skeptic.
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Selected Citations from Astrophysicists
Physical Review B
- (2014) Spin and impurity effects on flux-periodic oscillations in core-shell nanowires, by T. O. Rosdahl, A. Manolescu, & V. Gudmundsson, Phys. Rev. B 90, 035421
Citations from Fields Outside of Astronomy
Physical Review B
- [2014] Spin and impurity effects on flux-periodic oscillations in core-shell nanowires, by T. O. Rosdahl, A. Manolescu, & V. Gudmundsson, Phys. Rev. B 90, 035421 — The key reference to CCGF appears in the paragraph associated with their equation (30); the authors state that numerical evaluation of the relevant set of Legendre functions was carried out using a code provided in J. Segura & A. Gil, Comput. Phys. Commun. 124, 104, (2000)
Journal of Molecular Physics
- [2005] Scaling in complex systems: analytical theory of charged pores, by A. Enriquez & L. Blum, J. Molecular Physics, Volume 103, pp. 3201-3208
See Also
- Tohline, J. E., (2008) Computing in Science & Engineering, vol. 10, no. 4, pp. 84-85 — Where is My Digital Holographic Display? [ PDF ]
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