Wronskians
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21—30 of 34 matching pages
21: 32.10 Special Function Solutions
22: 10.45 Functions of Imaginary Order
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10.45.4
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23: 30.11 Radial Spheroidal Wave Functions
24: 15.10 Hypergeometric Differential Equation
25: 33.23 Methods of Computation
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►Combined with the Wronskians (33.2.12), the values of , , and their derivatives can be extracted.
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26: 10.24 Functions of Imaginary Order
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10.24.5
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27: 14.20 Conical (or Mehler) Functions
28: 18.36 Miscellaneous Polynomials
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18.36.9
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29: 12.14 The Function
30: 31.8 Solutions via Quadratures
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►Lastly, , , are the zeros of the Wronskian of and .
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