%0 Journal Article
%T 一类新的带有参数<i>δ</i>∈[1, 2)的分数阶可微变分不等式的拓扑处理方法<br>Topological Methods for a New Class of Fractional Differential Variational Inequalities with <i>δ</i>∈[1, 2)
%A 吴欣锟
%J 西南大学学报(自然科学版)
%D 2018
%R 10.13718/j.cnki.xdzk.2018.12.019
%X 在已有的变分不等式、可微变分不等式、分数阶可微变分不等式的模型的基础上，对一类新的带有参数<i>δ</i>∈[1，2）的分数阶可微变分不等式模型的解的存在性进行了相关的分析和研究.首先，在已有的分数阶可微变分不等式的模型基础上加了一个参数<i>δ</i>∈[1，2），得到了一类新的带有参数<i>δ</i>∈[1，2）的分数阶可微变分不等式模型，对这类新模型给出了详细的阐述；然后证明出该模型的解是非空的.<br>In this paper, a new class of fractional differential variational inequalities with <i>δ</i>∈[1, 2) are introduced and studied. Firstly, a parameter, <i>δ</i>∈[1, 2), is added to fractional differential variational inequalities, and a new class of fractional differential variational inequalities with <i>δ</i>∈[1, 2) is obtained. Finally, some lemmas and theorems are used to prove that the set of solutions of these differential variational inequalities are non-blank
%K 可微变分不等式
%K 分数阶可微变分不等式
%K 解&lt
%K br&gt
%K differential variational inequality
%K fractional differential variational inequality
%K solutions
%U http://xbgjxt.swu.edu.cn/jsuns/html/jsuns/2018/12/20181219.htm