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素数判定 |
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Function isPrimeNumber(ByVal val As Long) As Boolean |
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素数一覧 |
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Function primeNumbers(Optional ByVal val As Long = -1) As Variant |
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Sin |
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Function sin_fun(ByRef x As Variant, ByRef dummy As Variant) As Variant |
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Function p_sin( |
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Cos |
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Function cos_fun(ByRef
x As Variant, Optional ByRef dummy As Variant) As Variant |
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Function p_cos( |
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Pow |
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Function pow_fun(ByRef
x As Variant, ByRef y As Variant) As Variant |
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Function p_pow( |
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多項式の微分または不定積分（係数の生成） |
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多項式そのものは Haskell_2_stdFun::poly |
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Function make_polyCoef(ByRef coef As Variant, Optional ByRef deriv_N As Variant) As
Variant |
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Function p_make_polyCoef( |
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ニュートン法による求根（の1ステップ） |
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x1 から
x2 を出力する |
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第1引数
： x , 第2引数 (f, df/dx) |
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Function newton_method(ByRef x As Variant, ByRef f_df As Variant) As Variant |
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Function p_newton_method( |
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シンプソン法による数値積分 |
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Function integral_simpson(ByRef fun As Variant, _ |
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ByVal begin_ As Double, _ |
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ByVal end_ As Double, _ |
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ByVal n As Long) As Double |
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複素数の生成（x-y座標） |
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Function make_complex(ByRef R As Variant, ByRef i As Variant) As Variant |
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Function p_make_complex( |
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複素数の生成（極座標） |
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Function make_complex_polar(ByRef R As Variant, ByRef arg As Variant) As Variant |
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Function p_make_complex_polar( |
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複素数の文字列化（x-y座標） |
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Function show_complex(ByRef c As Variant, Optional ByRef dummy As Variant) As
Variant |
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Function p_show_complex( |
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複素数の文字列化（極座標） |
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Function show_complex_polar(ByRef c As Variant, Optional ByRef dummy As Variant) As
Variant |
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Function p_show_complex_polar( |
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複素数の加法 |
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Function complex_add(ByRef a As Variant, ByRef b As Variant) As Variant |
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Function p_complex_add( |
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複素数の減法 |
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Function complex_minus(ByRef a As Variant, ByRef b As Variant) As Variant |
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Function p_complex_minus( |
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複素数の乗法 |
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Function complex_mult(ByRef a As Variant, ByRef b As Variant) As Variant |
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Function p_complex_mult( |
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複素数の除法 |
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Function complex_divide(ByRef a As Variant, ByRef b As Variant) As Variant |
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Function p_complex_divide( |
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共役複素数 |
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Function complex_cnj(ByRef a As Variant, Optional ByRef dummy As Variant) As
Variant |
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Function p_complex_cnj( |
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複素数の絶対値2乗 |
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Function complex_abs2(ByRef a As Variant, Optional ByRef dummy As Variant) As
Variant |
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Function p_complex_abs2( |
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複素数の絶対値 |
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Function complex_abs(ByRef a As Variant, Optional ByRef dummy As Variant) As
Variant |
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Function p_complex_abs( |
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複素数の偏角 |
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Function complex_arg(ByRef a As Variant, Optional ByRef dummy As Variant) As
Variant |
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Function p_complex_arg( |
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