Solving fuzzy partial differential equations by fuzzy two-dimensional differential transform method
N Mikaeilvand, S Khakrangin - Neural Computing and Applications, 2012 - Springer
N Mikaeilvand, S Khakrangin
Neural Computing and Applications, 2012•SpringerIn this paper, a two-dimensional differential transform method to solve fuzzy partial
differential equations (FPDEs) is proposed. The fuzzy two-dimensional differential transform
method of fixed grid size is used to find approximate solutions of FPDEs. An adaptive grid
size mechanism based on the fixed grid size technique is also proposed. The proposed
algorithm is illustrated by numerical examples.
differential equations (FPDEs) is proposed. The fuzzy two-dimensional differential transform
method of fixed grid size is used to find approximate solutions of FPDEs. An adaptive grid
size mechanism based on the fixed grid size technique is also proposed. The proposed
algorithm is illustrated by numerical examples.
Abstract
In this paper, a two-dimensional differential transform method to solve fuzzy partial differential equations (FPDEs) is proposed. The fuzzy two-dimensional differential transform method of fixed grid size is used to find approximate solutions of FPDEs. An adaptive grid size mechanism based on the fixed grid size technique is also proposed. The proposed algorithm is illustrated by numerical examples.
Springer
以上显示的是最相近的搜索结果。 查看全部搜索结果