机译:求解具有Robin边界条件的非线性边值问题的一种新的改进的Adomian分解方法及其多阶段形式
Department of Mathematics, Zhaoqing University, Zhaoqing, Guang Dong 526061, PR China,College of Science, Shanghai Institute of Technology, Fengxian District, Shanghai 201418, PR China;
Working Group on the Adomian Decomposition Method, 316 South Maple Street, Hartford, MI 49057-1225, USA;
Department of Mathematics, Saint Xavier University, 3700 West 103rd Street, Chicago, IL 60655-3105, USA;
College of Sciences and Arts, Shanghai Maritime University, Pudong District, Shanghai 200135, PR China;
Department of Mathematics, Zhaoqing University, Zhaoqing, Guang Dong 526061, PR China;
Adomian decomposition method (ADM); Boundary value problems (BVPs); Multistage decomposition; Robin boundary conditions;
机译:用Neumann边界条件求解两点非线性边值问题的Adomian分解方法的进展
机译:用初始值和边界条件求解Lane-Emden方程的Volterra积分形式的Adomian分解方法
机译:多阶段Adomian分解方法可靠地求解非线性边值问题的正解
机译:差分变换法和ADOMIAN分解方法解决一个非线性边界值传输问题的应用
机译:电偶腐蚀系统的建模使用数值方法,特别注意非线性极化的边界条件(电化学,有限元方法)。
机译:解决由吸收组织中的氧气扩散引起的移动边界问题的Adomian分解方法
机译:求解具有Neumann边界条件的两点非线性边值问题的Adomian分解方法的进展