THE ASYMPTOTIC ANALYSIS OF A CLASS OF SELF-ADJOINT SECOND-ORDER DIFFERENCE EQUATIONS: JORDAN BOX CASE

WOJCIECH MOTYKA

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THE ASYMPTOTIC ANALYSIS OF A CLASS OF SELF-ADJOINT SECOND-ORDER DIFFERENCE EQUATIONS: JORDAN BOX CASE

机译：一类自伴二阶微分方程的渐近分析：Jordan Box例

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In this paper, we are computing asymptotic formulas for a base ofnsolutions of the second-order difference equations in the double root case.Twomethodsnare presented.

机译：本文针对双根情况下的二阶差分方程解的基础计算渐近公式。给出了两种方法。

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《Glasgow Mathematical Journal》 |2009年第1期|p.109-125|共17页
作者
WOJCIECH MOTYKA;
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作者单位

Institute of Mathematics, Polish Academy of Sciences,ul. ´ Sw. Tomasza 30, 31-027 Krak´ ow, Polande-mail: namotyka@cyf-kr.edu.pl;

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收录信息美国《科学引文索引》(SCI);
原文格式 PDF
正文语种 eng
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入库时间 2022-08-17 14:00:19

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1. THE ASYMPTOTIC ANALYSIS OF A CLASS OF SELF-ADJOINT SECOND-ORDER DIFFERENCE EQUATIONS: JORDAN BOX CASE [J] . WOJCIECH MOTYKA Glasgow Mathematical Journal . 2009,第1期

机译：一类自伴二阶微分方程的渐近分析：约旦盒实例
2. On a certain asymptotic class of solutions to second-order linear q-difference equations [J] . ?ehák P. Journal of physics, A. Mathematical and theoretical . 2012,第5期

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3. A SPECTRAL ANALYSIS FOR SELF-ADJOINT OPERATORS GENERATED BY A CLASS OF SECOND ORDER DIFFERENCE EQUATIONS [J] . Clark SL. Journal of Mathematical Analysis and Applications . 1996,第1期

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THE ASYMPTOTIC ANALYSIS OF A CLASS OF SELF-ADJOINT SECOND-ORDER DIFFERENCE EQUATIONS: JORDAN BOX CASE

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