WhittakerM
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Whittaker M function E^(-z/2) z^(m+1/2) Hypergeometric1F1[m-k+1/2 2m+1 z]
WhittakerM[k, m, z]
WhittakerM[2, 3, 4.5]
→ 68.96703443494357Plot[WhittakerM[2, 1 / 2, x], {x, 0, 15}]
→ -Graphics-Series[WhittakerM[2, 1 / 2, x], {x, 0, 6}]
→ SeriesData[x, 0, {Derivative[0, 0, 1][WhittakerM][2, 1/2, 0], Derivative[0, 0, 2][WhittakerM][2, 1/2, 0]/2, Derivative[0, 0, 3][WhittakerM][2, 1/2, 0]/6, Derivative[0, 0, 4][WhittakerM][2, 1/2, 0]/24, Derivative[0, 0, 5][WhittakerM][2, 1/2, 0]/120, Derivative[0, 0, 6][WhittakerM][2, 1/2, 0]/720}, 1, 7, 1] Усі 6300 функцій ·
Використати з MCP-клієнта