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International Journal of Computer Mathematics Volume 2, 1968 - Issue 1-4
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Original Articles

Invariant imbedding and fredholm integral equations with displacement kernels on an infinite interval

H. H. Kagiuwada The Rand Corporation, 1700 Main St, Santa Monica, Calif., 90,406This research is supported by the United States Air Force under Project RAND-Contract
,
R. E. Kalaba The Rand Corporation, 1700 Main St, Santa Monica, Calif., 90,406This research is supported by the United States Air Force under Project RAND-Contract
&
B. J. Vereeke The Rand Corporation, 1700 Main St, Santa Monica, Calif., 90,406This research is supported by the United States Air Force under Project RAND-Contract
Pages 221-229 | Published online: 21 Dec 2010
 
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Abstract

Fredholm integral equations of the form

commonly occur in physics, technology, and biology. In this Memoran-dum a new initial-value theory for solving these equations is presented. The computational efficacy of the method is shown by an example from radiative transfer.

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