Volume 16,
Issue 2, Pages 77 - 134 (June 2017) |
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Articles 1 - 4 of 4 [
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APPROXIMATE SOLUTION OF A MODEL DESCRIBING BIOLOGICAL SPECIES LIVING TOGETHER USING THE RESTARTED ADOMIAN METHOD |
APPROXIMATE SOLUTION OF A MODEL DESCRIBING BIOLOGICAL SPECIES LIVING TOGETHER USING THE RESTARTED ADOMIAN METHOD
by: M. Al-Mazmumy and S. O. Almuhalbdi
Page: 77 - 93
International Journal of Numerical Methods and Applications
Volume 16, Issue 2, 77 - 93 (June 2017)
http://dx.doi.org/10.17654/NM016020077
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STABILITY ANALYSIS FOR THE ENERGY PRESERVING FINITE DIFFERENCE SCHEME FOR ALLEN-CAHN EQUATION AND SOME REMARKS ON THE RELATIONSHIP OF THE ENERGY PRESERVING FINITE DIFFERENCE SCHEME AND FINITE ELEMENT SCHEME |
STABILITY ANALYSIS FOR THE ENERGY PRESERVING FINITE DIFFERENCE SCHEME FOR ALLEN-CAHN EQUATION AND SOME REMARKS ON THE RELATIONSHIP OF THE ENERGY PRESERVING FINITE DIFFERENCE SCHEME AND FINITE ELEMENT SCHEME
by: Takanori Ide
Page: 95 - 106
International Journal of Numerical Methods and Applications
Volume 16, Issue 2, 95 - 106 (June 2017)
http://dx.doi.org/10.17654/NM016020095
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A NUMERICAL APPROXIMATION TO THE KANTOROVICH’S METRIC |
A NUMERICAL APPROXIMATION TO THE KANTOROVICH’S METRIC
by: Martha Lorena Avendaño-Garrido and José Rigiberto Gabriel-Argüelles
Page: 107 - 125
International Journal of Numerical Methods and Applications
Volume 16, Issue 2, 107 - 125 (June 2017)
http://dx.doi.org/10.17654/NM016020107
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FATIGUE ANALYSIS OF AN OCEAN SHAFT STRUCTURE BY USING NUMERICAL CODE |
FATIGUE ANALYSIS OF AN OCEAN SHAFT STRUCTURE BY USING NUMERICAL CODE
by: Kyu Nam Cho
Page: 127 - 134
International Journal of Numerical Methods and Applications
Volume 16, Issue 2, 127 - 134 (June 2017)
http://dx.doi.org/10.17654/NM016020127
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