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Myvi Posted 15 years ago
Grammar

Grammar

Madrid,(2003)
1) Proposed an algorithm for direct solution of general sixth-order BDEs.
2) The method proposed based on linear multistep method technique and applied collocation approach.
3) Utilized constant step size and computed the solution in one step at each time.
Dalgu (2004)
1) The method proposed is applicable for solving general fifth-order BDEs.
2) Developed a class of hybrid collocation method.
Sonia (2005)
1) The method proposed is mainly focusing on solving special fifth-order BDEs.
2) Proposed a 3-step block method and it is a self-starting method.
3) Adopted the approach of collocation approximation in the method proposed.
Tan (2006)
1) Upgraded the method from 3-step block method to 5-step block method for solving special sixth-order BDEs.
2) Self-starting method.
3) Adopted the approach of collocation approximation in the method proposed.
I want to present my reserach and this is some of my literature review. Could anybody check the grammar.Thank you very much..
  

Top answer

myvi Madrid,(2003) 1) Proposed an algorithm for direct solution of general sixth-order BDEs. 2) The method proposed based on linear multistep technique and applied collocation approach. 3) Utilized constant step size and computes the solution one step at each time.

  • myvi Madrid,(2003) 1) Proposed an algorithm for direct solution of general sixth-order BDEs.
  • 2) The method proposed based on linear multistep technique and applied collocation approach.
  • 3) Utilized constant step size and computes the solution one step at each time.
  • Dalgu (2004) 1) The method proposed is applicable for solving general fifth-order BDEs.
  • 2) Developed a class of hybrid collocation method.
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1 Answers
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myviMadrid,(2003)
1) Proposed an algorithm for direct solution of general sixth-order BDEs.
2) The method proposed based on linear multistep technique and applied collocation approach.
3) Utilized constant step size and computes the solution one step at each time.
Dalgu (2004)
1) The method proposed is applicable for solving general fifth-order BDEs.

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