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§27.4 Euler Products and Dirichlet Series►The fundamental theorem of arithmetic is linked to analysis through the concept of the Euler product. … ►
§18.10(i) Dirichlet-Mehler-Type Integral Representations…
In Equations (15.6.1)–(15.6.9), the Olver hypergeometric function , previously omitted from the left-hand sides to make the formulas more concise, has been added. In Equations (15.6.1)–(15.6.5), (15.6.7)–(15.6.9), the constraint has been added. In (15.6.6), the constraint has been added. In Section 15.6 Integral Representations, the sentence immediately following (15.6.9), “These representations are valid when , except (15.6.6) which holds for .”, has been removed.
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