Exponential sum
Exponential sum In mathematics, an exponential sum may be a finite Fourier series (i ... e. a trigonometric polynomial), or other finite sum formed using the exponential function, usually ...
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Exponential   (translated from French)
Exponential exponential function is one of fonctions most important ... N is a whole number, then the "exponential one of N in base has "is ... nonwhole numbers. It is shown whereas the exponential ones are the reciprocal functions of logarithmes ... itself in a simple way with the exponential ones. These functions are derived and ...
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Exponential function   (translated from German)
Exponential function In that Mathematics becomes as Exponential function to the basis $a\; >\; 0\; ...\; math>\; those\; real\; numbers\; certified).\; As\; those$Exponential function strictly speaking the exponential function is e^x $x\; ...\; a^x\; =\; e^\{x\backslash cdot\backslash ln;\; each$exponential function on such to the basis < ...
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Exponential distribution
Exponential distribution Exponential Probability density function Cumulative distribution function Parameters ... math> In probability theory and statistics, the exponential distributions are a class of continuous probability ... a constant average rate. Specification of the exponential distribution Probability density function The probability density function (pdf) of an exponential distribution has the form $f(\; ...$
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Kloosterman sum
Kloosterman sum In mathematics, a Kloosterman sum is a particular kind of exponential sum. For a prime number p we have $K(a,b;p)=\backslash$sum e_p(ax+bx^*), where $...$
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Matrix exponential
Matrix exponential In mathematics, the matrix exponential is a function on square matrices analogous to the ordinary exponential function. Abstractly, the matrix exponential gives the connection between a matrix Lie ... a n�n real or complex matrix. The exponential of X, denoted by e X ...
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Exponential distribution   (translated from German)
Exponential distribution Does the Exponenzialverteilung seal with different values for? Those Exponential distribution (also Exponenzialverteilung) is a continuous Wahrscheinlichkeitsverteilung ... lambda}(x)=0 unstably continued. The exponential distribution has a real parameter?; in order ... recommends, that Erwartungswert explicitly, thus of one Exponential distribution with expectancy value $\backslash frac\{1\; ...\; Characteristics\; did\; distribution\; function\; cumulate\; of\; the$exponential distribution with different values for? The ...
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Exponential smoothing
Exponential smoothing To meet Wikipedia's quality standards ... forecasting technique in its basic form (simple exponential smoothing) should only be used for non ... an estimate of Xn+1 a weighted sum of the past observations, X(T,1 ... constant ratio. In order that the weights sum to 1 we take ci = α ( 1 ... are worth noting with regard to simple exponential smoothing. Firstly the value of X( ...
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Subset sum problem
Subset sum problem The subset sum problem is an important problem in complexity ... a set of integers, does any subset sum to exactly zero? For example, given the ... and an integer s, does any subset sum to s? Subset sum can also be thought of as ...
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Exponential factorial
Exponential factorial An exponential factorial is a positive integer n raised ... n - 1)^{(n - 2) \dots }}. The exponential factorial can also be defined with the ... a^{a_n - 1}. The first few exponential factorials are 1, 2, 9, 262144, etc ... OEIS). So, for example, 262144 is an exponential factorial since $262144\; =\; 4^\{3^\{\; ...$
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