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| viXra.org > Functions and Analysis > viXra:2208.0111 |
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Functions and Analysis |
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Authors: Richard J. Mathar
The integrals R_{n,n}$ obtained by Atkinson and van Steenwijkfor the resistance between points of an infinite set ofunit resistors on the triangular latticeobey P-finite recurrences. The main causeof these are similarities uncovered by partial integrations of theirintegral representations with algebraic kernels. All R_{n,p} resistancesto points with integer coordinates n and p relative to an originin the lattice can be derived recursively.
Comments: 8 Pages.
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[v1] 2022-08-19 17:21:48
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