<学術雑誌論文>
Solutions of Hypergeometric ODE with b Equal to c for Any x

作成者
本文言語
出版者
発行日
収録物名
開始ページ
終了ページ
出版タイプ
アクセス権
Crossref DOI
権利関係
概要 The hypergeometric Ordinary Differential Equation (ODE) has wide application in the Mechanical Engineering field. The solution to the hypergeometric ODE is called a hypergeometric function, or also a ...hypergeometric series. Not all of the hypergeometric series converges to a simple defined algebraic function. It is a well-known fact that the hypergeometric series F(1, c, c; x) will converge to the Maclaurin series 1/(1-x). This article investigates the hypergeometric function F(k, c, c; x). It will be proven that the function F(k, c, c; x) will always converge to certain values. We can represent these values on a line of the form A + mx, whose coefficients A and m are functions of x.続きを見る

本文ファイル

pdf 290-295 pdf 1.35 MB 309  

詳細

PISSN
EISSN
レコードID
査読有無
主題
登録日 2021.07.05
更新日 2024.02.21

この資料を見た人はこんな資料も見ています