APPLIED OF THIRD ORDER RUNGE KUTTA METHOD BASED ONCOMBINATION OF MEANS TO SOLVE FUZZY DIFFERENTIAL EQUATION*

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APPLIED OF THIRD ORDER RUNGE KUTTA METHOD BASED ONCOMBINATION OF MEANS TO SOLVE FUZZY DIFFERENTIAL EQUATION*

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This paper discuss about a numerical solution for fuzzy differential equation or
fuzzy initial value problem by an application of third order Runge Kutta method based on
combination of arithmetic, harmonic and geometric mean. The algorithm is illustrated by
solving some linear and nonlinear fuzzy Cauchy problem. This numerical examples show
that the new method work properly and give a competitive result.

Detail Information

Item Type
Jurnal
Penulis
Rini Yanti - Personal Name
Alyauma Hajjah - Personal Name
Student ID
Dosen Pembimbing
Penguji
Kode Prodi PDDIKTI
Edisi
Published
Departement
Kontributor
Bahasa
English
Penerbit ICM2E 2017 : Padang.,
Edisi
Published
Subyek
No Panggil
Copyright
Universitas Negeri Padang
Doi

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