Solitary wave solutions of the mrlw equation using a spatial five-point stencil of finite difference approximation

HIGHLIGHTS

• who: Nouf Alotaibi from the (UNIVERSITY) have published the research work: Solitary wave solutions of the MRLW equation using a spatial five-point stencil of finite difference approximation, in the Journal: (JOURNAL)
• what: Given that the approach is highly accurate, similar results are obtained for the second example as 2.09146 u00d7 10-5 for Lu221e error and 5.92125 u00d7 10-5 for L2 error. The authors compare the results in terms of maximum errors with the obtained results to examine the validity of the scheme .
• how: This paper proposes a finite . . .
  

   

  

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