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Continuous Dependence of Bounded Φ-Variation Solutions on Parameters for Kurzweil Equations 被引量:3
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作者 李宝麟 吴从炘 《Northeastern Mathematical Journal》 CSCD 2005年第4期421-430,共10页
The continuous dependence of bounded Φ-variation solutions on parameters for Kurzweil equations are established by using the functions of bounded Φ- variation that were introduced by Musielak-Orlice. These results a... The continuous dependence of bounded Φ-variation solutions on parameters for Kurzweil equations are established by using the functions of bounded Φ- variation that were introduced by Musielak-Orlice. These results are essential generalizations of continuous dependence of bounded variation solutions on parameters for Kurzweil equations. 展开更多
关键词 kurzweil equation bounded Φ-variation solution continuous dependence on parameter
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