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关于带Carleman位移和复共轭值的四元素边值问题可解性的补充
The Supplement of the Solvability of the Four Elements Boundary Value Problem with Carleman Replacement and Conjugate Values
【摘要】 文献[1]在研究带Carleman位移和复共轭值的四元素边值问题可解的性时没有像对仅带复共轭值的四元素边值问题的研究那样完善,为了解决系数更具一般性的带Carleman位移和复共轭值的四元素边值问题的可解性,引入一组Carleman型问题,借助Carleman型问题的可解理论,完善了文献[1]的研究.
【Abstract】 The study on the sovability of the four Elements Boundary Value problem with carleman replacement and conjugate values is not as perfect as the ones on the problem with only conjugate values in [1].In order to solve the problem more generally and complete the study in [1],we introduce a set of carleman problems,and we also apply the theory of carleman problems.
【关键词】 解析函数边值问题;
Carleman型问题;
线性问题;
【Key words】 analysis function boudary value problem; carleman type problem; linearlity problem;
【Key words】 analysis function boudary value problem; carleman type problem; linearlity problem;
- 【文献出处】 赣南师范学院学报 ,Journal of Gannan Normal University , 编辑部邮箱 ,2008年03期
- 【分类号】O175.8
- 【下载频次】16