XLPack 7.0
XLPack 数値計算ライブラリ (Excel VBA) リファレンスマニュアル
読み取り中…
検索中…
一致する文字列を見つけられません
関数

関数

Function Alaguerre (N As Long, M As Long, X As Double, Optional Info As Long) As Double
 ラゲール陪多項式 Lnm(x)
 
Function Alegendre (N As Long, M As Long, X As Double, Optional Info As Long) As Double
 ルジャンドル陪多項式 Pnm(x)
 
Function Chebs (C() As Double, N As Long, X As Double, Optional Info As Long) As Double
 チェビシェフ級数の値
 
Function Chebt (N As Long, X As Double, Optional Info As Long) As Double
 第 1 種チェビシェフ多項式 Tn(x)
 
Function Chebtd (N As Long, X As Double, Optional Info As Long) As Double
 第 1 種チェビシェフ多項式の導関数 Tn'(x)
 
Function Chebu (N As Long, X As Double, Optional Info As Long) As Double
 第 2 種チェビシェフ多項式 Un(x)
 
Function Gegenbauer (N As Long, Lambda As Double, X As Double, Optional Info As Long) As Double
 ゲーゲンバウアー多項式 Cn(λ)(x)
 
Function Gegenbauerd (N As Long, Lambda As Double, X As Double, K As Long, Optional Info As Long) As Double
 ゲーゲンバウアー多項式 Cn(λ)(x) の k 次導関数
 
Function Gegenbauerd1 (N As Long, Lambda As Double, X As Double, Optional Info As Long) As Double
 ゲーゲンバウアー多項式 Cn(λ)(x) の 1 次導関数
 
Function Hermite (N As Long, X As Double, Optional Info As Long) As Double
 エルミート多項式 Hn(x)
 
Function Jacobi (N As Long, Alpha As Double, Beta As Double, X As Double, Optional Info As Long) As Double
 ヤコビ多項式 Pn(α, β)(x)
 
Function Jacobid (N As Long, Alpha As Double, Beta As Double, X As Double, K As Long, Optional Info As Long) As Double
 ヤコビ多項式 Pn(α, β)(x) の k 次導関数
 
Function Jacobid1 (N As Long, Alpha As Double, Beta As Double, X As Double, Optional Info As Long) As Double
 ヤコビ多項式 Pn(α, β)(x) の 1 次導関数
 
Function Jacobid2 (N As Long, Alpha As Double, Beta As Double, X As Double, Optional Info As Long) As Double
 ヤコビ多項式 Pn(α, β)(x) の 2 次導関数
 
Function Laguerre (N As Long, X As Double, Optional Info As Long) As Double
 ラゲール多項式 Ln(x)
 
Function Legendre (N As Long, X As Double, Optional Info As Long) As Double
 ルジャンドル多項式 Pn(x)
 
Function Legendred (N As Long, X As Double, Optional Info As Long) As Double
 ルジャンドル多項式の導関数 Pn'(x)
 
Function Sharmonic (L As Long, M As Long, Theta As Double, Phi As Double, Optional Info As Long) As Complex
 球面調和関数 Ylm(θ, φ)
 
Function Sharmonici (L As Long, M As Long, Theta As Double, Phi As Double, Optional Info As Long) As Double
 球面調和関数 Ylm(θ, φ) の虚数部
 
Function Sharmonicr (L As Long, M As Long, Theta As Double, Phi As Double, Optional Info As Long) As Double
 球面調和関数 Ylm(θ, φ) の実数部
 
Sub Alaguerre_sub (Ret As Double, N As Long, M As Long, X As Double, Optional Info As Long)
 ラゲール陪多項式 Lnm(x) (サブルーチン版)
 
Sub Alegendre_sub (Ret As Double, N As Long, M As Long, X As Double, Optional Info As Long)
 ルジャンドル陪多項式 Pnm(x) (サブルーチン版)
 
Sub Chebt_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 第 1 種チェビシェフ多項式 Tn(x) (サブルーチン版)
 
Sub Chebtd_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 第 1 種チェビシェフ多項式の導関数 Tn'(x) (サブルーチン版)
 
Sub Chebu_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 第 2 種チェビシェフ多項式 Un(x) (サブルーチン版)
 
Sub Gegenbauer_sub (Ret As Double, N As Long, Lambda As Double, X As Double, Optional Info As Long)
 ゲーゲンバウアー多項式 Cn(λ)(x) (サブルーチン版)
 
Sub Gegenbauerd1_sub (Ret As Double, N As Long, Lambda As Double, X As Double, Optional Info As Long)
 ゲーゲンバウアー多項式 Cn(λ)(x) の 1 次導関数 (サブルーチン版)
 
Sub Gegenbauerd_sub (Ret As Double, N As Long, Lambda As Double, X As Double, K As Long, Optional Info As Long)
 ゲーゲンバウアー多項式 Cn(λ)(x) の k 次導関数 (サブルーチン版)
 
Sub Hermite_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 エルミート多項式 Hn(x) (サブルーチン版)
 
Sub Jacobi_sub (Ret As Double, N As Long, Alpha As Double, Beta As Double, X As Double, Optional Info As Long)
 ヤコビ多項式 Pn(α, β)(x)
 
Sub Jacobid1_sub (Ret As Double, N As Long, Alpha As Double, Beta As Double, X As Double, Optional Info As Long)
 ヤコビ多項式 Pn(α, β)(x) の 1 次導関数 (サブルーチン版)
 
Sub Jacobid2_sub (Ret As Double, N As Long, Alpha As Double, Beta As Double, X As Double, Optional Info As Long)
 ヤコビ多項式 Pn(α, β)(x) の 2 次導関数 (サブルーチン版)
 
Sub Jacobid_sub (Ret As Double, N As Long, Alpha As Double, Beta As Double, X As Double, K As Long, Optional Info As Long)
 ヤコビ多項式 Pn(α, β)(x) の k 次導関数 (サブルーチン版)
 
Sub Laguerre_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 ラゲール多項式 Ln(x) (サブルーチン版)
 
Sub Legendre_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 ルジャンドル多項式 Pn(x) (サブルーチン版)
 
Sub Legendred_sub (Ret As Double, N As Long, X As Double, Optional Info As Long)
 ルジャンドル多項式の導関数 Pn'(x) (サブルーチン版)
 
Sub Sharmonici_sub (Ret As Double, L As Long, M As Long, Theta As Double, Phi As Double, Optional Info As Long)
 球面調和関数 Ylm(θ, φ) の虚数部 (サブルーチン版)
 
Sub Sharmonicr_sub (Ret As Double, L As Long, M As Long, Theta As Double, Phi As Double, Optional Info As Long)
 球面調和関数 Ylm(θ, φ) の実数部 (サブルーチン版)
 

詳解

C3. 多項式 プログラムを表示しています.