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[1] G 19arrett Birkho#. Reactor criticality in neutron transport theory. Rendiconti di Matemat ica, 22:102--126, 1963.

Summary: References
[1] G 19arrett Birkho#. Reactor criticality in neutron transport theory. Rendiconti di Matemat­
ica, 22:102--126, 1963.
[2] John R. Airey. The radiation integrals. Philosophical Magazine, 25(167):273--282, February
[3] George B. Airy. On the intensity of light in the neighborhood of a caustic. Transactions of
the Cambridge Philosophical Society, 6:379--402, 1838.
[4] Philip M. Anselone. Integral equations of the Schwarzschild­Milne type. Journal of Mathe­
matics and Mechanics, 7(4):557--569, July 1958.
[5] I. Ashdown. Near­field photometry: a new approach. Journal of the Illuminating Engineering
Society, 22(1):163--180, 1993.
[6] J. R. Askew. Numerical methods applied to problems of neutron transport. Journal of
Quantitative Spectroscopy and Radiative Transfer, 11:905--919, 1971.
[7] Olaf Aspelund. On a new method for solving the Boltzmann equation in neutron transport
theory. In Second International Conference on the Peaceful Uses of Atomic Energy, volume 16,
pages 530--534, Geneva, 1958.
[8] Adnan A. Aswad and G. R. Dalton. Integral transport theory. Nuclear Science and Engi­
neering, 24(1):49--59, January 1966.
[9] Eugene H. Avrett. Solution of non­LTE transfer problems. Journal of Quantitative Spec­
troscopy and Radiative Transfer, 11:511--529, 1971.


Source: Arvo, Jim - Departments of Information and Computer Science & Electrical and Computer Engineering, University of California, Irvine


Collections: Computer Technologies and Information Sciences