2000Communications in Theoretical PhysicsOpen access

Multiple Soliton Solutions of the High Order Broer–Kaup Equations

Bai Cheng-Lin

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Abstract

Using the extended homogeneous balance method, which is very concise and primary, we find the multiple soliton solutions of the high order Broer–Kaup equations. The method can be generalized to dealing with high-dimensional Broer–Kaup equations and other class of nonlinear equations.

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Using the extended homogeneous balance method, which is very concise and primary, we find the multiple soliton solutions of the high order Broer–Kaup equations. The method can be generalized to dealing with high-dimensional Broer–Kaup equations and other class of nonlinear equations.

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Available abstract

Using the extended homogeneous balance method, which is very concise and primary, we find the multiple soliton solutions of the high order Broer–Kaup equations. The method can be generalized to dealing with high-dimensional Broer–Kaup equations and other class of nonlinear equations.

Key concepts: Order (exchange), Soliton, Physics, Mathematical physics, Applied mathematics, Mathematics, Quantum mechanics, Economics

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