Functions for StatisticsA form of integral which shows up regularly in quantum statistics is ![]() The evaluation of this class of integrals is in terms of two special functions, the gamma function and the Riemann zeta function. ![]() |
Index Statistics concepts Reference Schroeder App. B | ||
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The Gamma FunctionA function which shows up often in statistical calculations is the gamma function: ![]() This can be related to another integral ![]() leading to the relationships ![]() Some other common relationships with gamma functions: ![]() One of the applications of the gamma function is in the evaluation of statistical integrals. |
Index Statistics concepts Reference Schroeder App. B | ||
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The Riemann Zeta FunctionA function which shows up often in statistical calculations is the Riemann zeta function: ![]() One of the applications of the zeta function is in the evaluation of statistical integrals. |
Index Statistics concepts Reference Schroeder App. B | ||
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