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Scholars Journal of Physics, Mathematics and Statistics | Volume-1 | Issue-02
The approximate solutions of the partial differential evolution equation by algebraic dynamics algorithm
Yang Xiaoting
Published: Oct. 29, 2014 | 93 70
DOI: 10.36347/sjpms
Pages: 96-98
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Abstract
We apply a new form of the infinitesimal time translation operator in algebraic dynamical algorithm to KdVBurgers equation and modified Bousinnesq and give their approximate solutions of at least second order.