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ON APPROXIMATE METHODS FOR FRACTAL VEHICULAR TRAFFIC FLOW
2017
Journal:  
TWMS Journal of Applied and Engineering Mathematics
Author:  
Abstract:

In this paper, we find the approximate solutions for partial differential equations arising in fractal vehicular traffic flow by using the local fractional Laplace decomposition method LFLDM and local fractional series expansion method LFSEM . These methods provide us with a convenient way to find the approximate solution with less computation as compared with local fractional variational iteration method. The results obtained by the proposed methods LFLDM and LFSEM are compared with the results obtained by LFLVIM . Some examples are presented to illustrate the efficiency and accuracy of the proposed methods.

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TWMS Journal of Applied and Engineering Mathematics

Journal Type :   Ulusal

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Article : 384
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TWMS Journal of Applied and Engineering Mathematics