Which of the following improper Integral called gamma function
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Euler's Integrals
The gamma function is defined for x > 0 in integral form by the improper integral known as Euler's integral of the second kind.
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Improper Integral called gamma function:
- While the gamma function (also known as the "complete" gamma function) is defined as an integral from 0 to a variable upper limit (the lower incomplete gamma function) or from a variable lower limit to infinity (the upper incomplete gamma function), the incomplete gamma function is defined as an integral from 0 to a variable lower limit (the upper incomplete gamma function) (the upper incomplete gamma function).
- The upper incomplete gamma function is also known as the complementary incomplete gamma function or Prym's function after 19th-century German mathematician Friedrich Prym.
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