Some recurrence relations for the Bessel polynomials

Thesis (M.A.)--Boston University === Solution of the spherical wave equation for traveling waves leads to the equation of Bessel polynomials. A relation of these polynomials to the Bessel function of order half an odd integer is presented by using Lommel' s expression of Bessel functions by an...

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Main Author: Poros, Demetrios J.
Language:en_US
Published: Boston University 2017
Subjects:
Online Access:https://hdl.handle.net/2144/24549
id ndltd-bu.edu-oai-open.bu.edu-2144-24549
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spelling ndltd-bu.edu-oai-open.bu.edu-2144-245492019-01-08T15:42:51Z Some recurrence relations for the Bessel polynomials Poros, Demetrios J. Polynomials Thesis (M.A.)--Boston University Solution of the spherical wave equation for traveling waves leads to the equation of Bessel polynomials. A relation of these polynomials to the Bessel function of order half an odd integer is presented by using Lommel' s expression of Bessel functions by an integral of the Poisson type. Also a method devised for polynomials of hypergeometric type is applied in obtaining recurrence relations. 2017-11-01T13:09:38Z 2017-11-01T13:09:38Z 1961 1961 Thesis/Dissertation b14563629 https://hdl.handle.net/2144/24549 en_US Based on investigation of the BU Libraries' staff, this work is free of known copyright restrictions. Boston University
collection NDLTD
language en_US
sources NDLTD
topic Polynomials
spellingShingle Polynomials
Poros, Demetrios J.
Some recurrence relations for the Bessel polynomials
description Thesis (M.A.)--Boston University === Solution of the spherical wave equation for traveling waves leads to the equation of Bessel polynomials. A relation of these polynomials to the Bessel function of order half an odd integer is presented by using Lommel' s expression of Bessel functions by an integral of the Poisson type. Also a method devised for polynomials of hypergeometric type is applied in obtaining recurrence relations.
author Poros, Demetrios J.
author_facet Poros, Demetrios J.
author_sort Poros, Demetrios J.
title Some recurrence relations for the Bessel polynomials
title_short Some recurrence relations for the Bessel polynomials
title_full Some recurrence relations for the Bessel polynomials
title_fullStr Some recurrence relations for the Bessel polynomials
title_full_unstemmed Some recurrence relations for the Bessel polynomials
title_sort some recurrence relations for the bessel polynomials
publisher Boston University
publishDate 2017
url https://hdl.handle.net/2144/24549
work_keys_str_mv AT porosdemetriosj somerecurrencerelationsforthebesselpolynomials
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