一类反周期分数阶 q-差分边值问题解的存在性
일류반주기분수계 q-차분변치문제해적존재성
Existence of Solutions for a Class of Anti-periodic Boundary Value Problems with Fractional q-Difference Equations
  • 万方数据
    吉林大学学报（理学版） 길림대학학보（이학판）
    JOURNAL OF JILIN UNIVERSITY(SCIENCE EDITION)
    2014年 6期 1215-1218 ,共4页

    孙明哲%侯成敏

    손명철%후성민

    分数阶 q-差分%边值问题%不动点定理 分數階 q-差分%邊值問題%不動點定理
    분수계 q-차분%변치문제%불동점정리
    fractional q-difference%boundary value problem%fixed point theorem
    利用基本的不动点定理研究一类带有反周期非线性分数阶 q-差分方程边值问题，得到了边值问题解的存在与唯一的充分条件，并通过具体方程验证了所得结论。
    이용기본적불동점정리연구일류대유반주기비선성분수계 q-차분방정변치문제，득도료변치문제해적존재여유일적충분조건，병통과구체방정험증료소득결론。
    We studied a class of the fractional q-differences boundary value problem with the fractional q-differences boundary conditions with the aid of some standard fixed point theorems,obtaining sufficient conditions for the existence and uniqueness results of solutions.As the application,some equations were presented to illustrate the main results.
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