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Link to original content: http://lod.nl.go.kr/page/CNTS-00092885454
Krawtchouk Polynomial Approximation for Binomial Convo-Lutions | lod.nl.go.kr
dcterms:abstract
  • We propose an accurate approximation method via discrete Krawtchouk or-thogonal polynomials to the distribution of a sum of independent but non-identicallydistributed binomial random variables. This approximation is a weighted binomial distri-bution with no need for continuity correction unlike commonly used density approximationmethods such as saddlepoint, Gram-Charlier A type(GC), and Gaussian approximationmethods. The accuracy obtained from the proposed approximation is compared with sad-dlepoint approximations applied by Eisinga et al. [4], which are the most accurate methodamong higher order asymptotic approximation methods. The numerical results show thatthe proposed approximation in general provide more accurate estimates over the entirerange for the target probability mass function including the right-tail probabilities. Inaddition, the method is mathematically tractable and computationally easy to program (xsd:string)
dcterms:accessRights
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  • born digital (xsd:string)
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  • 일반이용자 (xsd:string)
dcterms:creator
nlon:currentPublicationFrequency
  • 간행빈도 불명 (xsd:string)
nlon:datePublished
  • 2024-10-11T01:48:49 (xsd:dateTime)
dcterms:description
  • 한국연구재단 제공 KCI 등재(후보)학술지임 (xsd:string)
bibframe:extent
  • 10 p (xsd:string)
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  • application/pdf (xsd:string)
nlon:genre
  • 학술논문 (xsd:string)
nlon:holdingInstitution
  • 국립중앙도서관 (xsd:string)
dcterms:issued
  • 201709 (xsd:string)
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  • Krawtchouk polynomial approximation for binomial convo-lutions (xsd:string)
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  • 전자자료(Application) (xsd:string)
nlon:newsPosition
  • p. 493-502 (xsd:string)
nlon:publicationPlace
  • 대구 (xsd:string)
  • 한국 (xsd:string)
dc:publisher
  • 경북대학교 자연과학대학 수학과 (xsd:string)
nlon:relatedParts
  • Vol.57 no.3 (xsd:string)
nlon:restriction
  • 외부공개 (xsd:string)
dcterms:subject
dcterms:title
  • Krawtchouk polynomial approximation for binomial convo-lutions (xsd:string)
nlon:titleOfHostItem
  • Kyungpook Mathematical Journal (xsd:string)
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nlon:typeOfResource