Matches in DBpedia 2014 for { ?s ?p In the field of mathematical analysis, a general Dirichlet series is an infinite series that takes the form of where , are complex numbers and is a strictly increasing sequence of positive numbers that tends to infinity.A simple observation shows that an 'ordinary' Dirichlet series is obtained by substituting while a power series is obtained when .. }
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- General_Dirichlet_series abstract "In the field of mathematical analysis, a general Dirichlet series is an infinite series that takes the form of where , are complex numbers and is a strictly increasing sequence of positive numbers that tends to infinity.A simple observation shows that an 'ordinary' Dirichlet series is obtained by substituting while a power series is obtained when .".
- General_Dirichlet_series comment "In the field of mathematical analysis, a general Dirichlet series is an infinite series that takes the form of where , are complex numbers and is a strictly increasing sequence of positive numbers that tends to infinity.A simple observation shows that an 'ordinary' Dirichlet series is obtained by substituting while a power series is obtained when .".