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hypergeometric equation

noun

, Mathematics.
  1. a differential equation of the form, ( x 2 x ) d 2 y / d 2 x + [( a+b +1) x−c ] dy/dx + abx =0, where a, b, and c are arbitrary constants.


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Example Sentences

Some of these equations are: Bessel's equation, Legendre's equation, the hypergeometric equation, Mathieu's equation, Lam�'s equation.

We may then attempt to investigate, in general, in what cases the independent variable x of a hypergeometric equation is a single-valued function of the ratio s of two independent integrals of the equation.

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