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4. The Gamma Function

Elsevier B.V.
DOI: 10.1016/s0079-8169(08)61869-3


Publisher Summary The gamma function is discussed in this chapter. Passing to the complex variable z =x +iy one can see that the integral exists for any z in the right half-plane. The function may be extended analytically to the left half-plane if one makes use of the functional equation. The chapter also informs that the Gamma function cannot have a zero because the product is a convergent one.

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