Islamic Azad University, Central Tehran Branch, Iran Iran, Islamic Republic of Department of Mathematics
Abstract
In this paper, we apply the compare the collocation methods of meshfree RBF over differential equation containing partial derivation of one dimension time dependent with a compound boundary nonlocal condition.
Mirshojaei, S., Fayazzadeh, S. (2011). THE COMPARISON OF EFFICIENT RADIAL BASIS FUNCTIONS COLLOCATION METHODS FOR NUMERICAL SOLUTION OF THE PARABOLIC PDE’S. International Journal of Mathematical Modelling & Computations, 1(2 (SPRING)), 149-157.
MLA
S. S. Mirshojaei; S. Fayazzadeh. "THE COMPARISON OF EFFICIENT RADIAL BASIS FUNCTIONS COLLOCATION METHODS FOR NUMERICAL SOLUTION OF THE PARABOLIC PDE’S". International Journal of Mathematical Modelling & Computations, 1, 2 (SPRING), 2011, 149-157.
HARVARD
Mirshojaei, S., Fayazzadeh, S. (2011). 'THE COMPARISON OF EFFICIENT RADIAL BASIS FUNCTIONS COLLOCATION METHODS FOR NUMERICAL SOLUTION OF THE PARABOLIC PDE’S', International Journal of Mathematical Modelling & Computations, 1(2 (SPRING)), pp. 149-157.
VANCOUVER
Mirshojaei, S., Fayazzadeh, S. THE COMPARISON OF EFFICIENT RADIAL BASIS FUNCTIONS COLLOCATION METHODS FOR NUMERICAL SOLUTION OF THE PARABOLIC PDE’S. International Journal of Mathematical Modelling & Computations, 2011; 1(2 (SPRING)): 149-157.
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