“…[6−8] There are also other numerical methods applied to the CNLS equations, for example, Ismail derived a finite element scheme to solve the equation, [9] Cheng proposed a direct perturbation method, [10] Mokhtari studied the generalized differential quadrature method, [11] Utsumi studied the CIPbasis set method. [12] The multi-symplectic methods can also be applied to the CNLS system. [13−15] Xu and Shu [16] solved the CNLS equations using the local discontinuous Galerkin (LDG) method.…”
Solving coupled nonlinear Schrödinger equations via a direct discontinuous Galerkin method *Zhang Rong-Pei( ) a) † , Yu Xi-Jun( ) b) , and Feng Tao ( ) b)
“…[6−8] There are also other numerical methods applied to the CNLS equations, for example, Ismail derived a finite element scheme to solve the equation, [9] Cheng proposed a direct perturbation method, [10] Mokhtari studied the generalized differential quadrature method, [11] Utsumi studied the CIPbasis set method. [12] The multi-symplectic methods can also be applied to the CNLS system. [13−15] Xu and Shu [16] solved the CNLS equations using the local discontinuous Galerkin (LDG) method.…”
Solving coupled nonlinear Schrödinger equations via a direct discontinuous Galerkin method *Zhang Rong-Pei( ) a) † , Yu Xi-Jun( ) b) , and Feng Tao ( ) b)
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