[1]郭大钧.非线性分析中的半序方法.济南:山东科技出版社,2000
[2]孙经先.一类非线性算子方程的迭代求解.工程数学学报,1989,6( 2): 12-17
[3]孙经先,刘立山.非线性算子方程的迭代解及其应用.数学物理学报,1993,13(2): 141-145
[4]张晓燕,刘立山.非线性算子方程迭代解的存在性定理及其应用.数学物理学报,2001,21(3): 398-404
[5]郭大钧.非线性泛函分析.济南:山东科技出版社,1985
[6]Chen Yongzhuo. Fixed points of T monotone operators.Nonlinear Analysis, TMA, 1995,24(8): 1281-1287
[7]李炳仁.Banach代数. 北京:科学出版社,1992
[8]Taylor A E, Lay D C. Introduction to Functional Analysis. New York: Springer Verlag, 1980
[9]Guo Dajun, Lakshmikantham V, Liu Xinzhi. Nonlinear Integral Equations in Abstract Spaces. Dordrecht: Kluwer Academic Publishers, 1996
[10]刘立山.Banach空间非线性混合型微分积分方程的解.数学学报,1995,38(6): 721-731
[11]刘立山.Banach空间中不连续非线性Volterra型积分方程的唯一解.数学学报,2001,44(1): 131-136
[12]宋福民.Banach空间中微分方程的弱Carathéodory解.数学学报,1998, 41(6): 1265-1272
[13]Liu Lishan. Iterative method of solutions and coupled quasisolutions of nonlinear integro differential equations of mixed type in Banach spaces. Nonlinear Ana lysis, 2000,42: 583-598
|