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Title of Journal: Indian J Phys

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Abbravation: Indian Journal of Physics

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Springer India

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DOI

10.1002/cjg2.794

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0974-9845

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Solitary waves and conservation laws of complexva

Authors: A Biswas A H Kara A H Bokhari F D Zaman
Publish Date: 2013/11/10
Volume: 88, Issue: 3, Pages: 311-315
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Abstract

In this paper the ansatz method is used to obtain solitary wave solution topological solitary wave solution and singular solitary wave solution of the complex valued Klein–Gordon equation with power law nonlinearity The parameter domains are identified for each of these cases Finally the conserved densities for this equation are obtained using multiplier approach in Lie symmetry analysis Subsequently these densities integrate out to reveal conserved quantities of the equation

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