K. (1965) On the mean values of an entire function represented by Dirichlet series. II. Acta Math. Acad. Sci. Hungr. 16: pp. 89-92P. K. Kamthan , On the mean values of an entire function represented by Dirichlet series, Acta Math. Acad. Sci. Hung. , 15 (1964), pp. 133–...
The Growth of An Entire Function Represented by Dirichlet Series with Complex Exponents复指数Dirichlet 级数所表示的整函数的增长性 The Growth of An Entire Function Represented by Dirichlet Series with Complex Exponents复指数Dirichlet 级数所表示的整函数的增长性 Suzanne Daoud - 《数学物理学报》 被引量:...
Using a special case of the Efros theorem which was derived by Wlodarski, and operational calculus, it was possible to derive many infinite integrals, finite integrals and integral identities for the function represented by the inverse Laplace transform.
*— Any value that the called function specifies. Related API Elements Function.call() call ()method AS3function call(thisArg:*,...args):* Language Version:ActionScript 3.0 Runtime Versions:AIR 1.0, Flash Player 9, Flash Lite 4 Invokes the function represented by a Function object. Every fu...
Returns the internal rate of return for a series of cash flows represented by the numbers in values. These cash flows do not have to be even, as they would be for an annuity. However, the cash flows must occur at regular intervals, such as monthly or annually. The internal rate of ret...
Probability distribution functions can have many different shapes, depending on the variable and on the physical processes. As an example, from Gille (2005), a time series of wind velocity from an ocean buoy off the coast of southern California is shown in Figure 6.1. The data are hourly sam...
Fact checked by Ariel Courage Part of the Series Practical Look At Microeconomics Liam Norris/Cultura/Getty Images What Is Utility Function? In economics, the utility function measures the welfare or satisfaction of a consumer as a function of the consumption of real goods, such as food or cloth...
The Bessel functions of the first kind, denoted by Jα(x), are solutions of Bessel's differential equation that are finite at the origin x=0. The Bessel function Jα(x) can be defined by the series (1.13)Jα(x)=∑m=0∞(−1)mm!Γ(m+α+1)(x2)2m+α. For noninteger α the...
using three sets ofstart,stop, andintervalarguments. The First Range and Last Range columns show whatPartitionreturns. The ranges are represented bylowervalue:uppervalue, where the low end (lowervalue) of the range is separated from the high end (uppervalue) of the range with a colon (:)....
These series are expressed in terms of Riemann's zeta, Catalan's beta function or Dirichlet functions eta and lambda, and in certain cases, thoroughly investigated here, they can be brought in closed form, meaning that the infinite series are represented by finite sums....