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卒業研究

卒業研究. 　非線形波動の方程式の数値解 　１．初期値問題の数値計算の改良 1 名 　２．微分方程式の特異摂動と数値計算 1 名. http://jpsj.jps.or.jp/journal/pdf/JPSJ-65-12/3890.pdf. http://jpsj.jps.or.jp/journal/pdf/JPSJ-66-5/1324.pdf. 卒業研究. 卒業研究 １．. Mathematica では，. InverseFourier[-I kx Fourier[[Phi]]]. FORTRAN では，･･･. 卒業研究 ２．.

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卒業研究

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  1. 卒業研究 　非線形波動の方程式の数値解 　１．初期値問題の数値計算の改良 1名 　２．微分方程式の特異摂動と数値計算 1名 http://jpsj.jps.or.jp/journal/pdf/JPSJ-65-12/3890.pdf http://jpsj.jps.or.jp/journal/pdf/JPSJ-66-5/1324.pdf

  2. 卒業研究

  3. 卒業研究 １． Mathematica では， InverseFourier[-I kx Fourier[[Phi]]] FORTRAN では，･･･

  4. 卒業研究 ２．

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