On new symmetry, series solution and conservation laws of nonlinear coupled Higgs field equation
Department of Mathematics and Statistics, School of Basic and Applied Sciences, Central University of Punjab, Bathinda, Punjab, India
2 Department of Mathematics, School of Physical Sciences, Central University of Haryana, Mohindergarh, Haryana, India
Accepted: 13 May 2020
Published online: 5 June 2020
The work presents systematic investigations on invariant analysis and the analytic solution of the second order Higgs equation. On employing Lie classical approach, new symmetry and the corresponding reduction of the system are obtained. Explicit convergent infinite series solution of the reduced system is obtained. Local conservation laws of the system are derived by the multiplier approach.
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