Pages that link to "Exponential"
The following pages link to Exponential:
View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- X/(1+x) less than 1-e^(-x) less than x for nonzero real x greater than -1 (← links)
- X less than e^x-1 less than x/(1-x) for nonzero real x less than 1 (← links)
- 1+x greater than exp(x/(1+x)) for nonzero real x greater than -1 (← links)
- E^x greater than 1+x^n/n! for n greater than 0 and nonzero real x greater than 0 (← links)
- E^x greater than (1+x/y)^y greater than exp(xy/(x+y) for x greater than 0 and y greater than 0) (← links)
- E^(-x) less than 1-(x/2) for 0 less than x less than or equal to 1.5936 (← links)
- Abs(z)/4 less than abs(e^z-1) less than (7abs(z))/4 for 0 less than abs(z) less than 1 (← links)
- Abs(e^z-1) less than or equal to e^(abs(z))-1 less than or equal to abs(z)e^(abs(z)) (← links)
- Hankel H (1) in terms of csc and Bessel J (← links)
- Hankel H (2) in terms of csc and Bessel J (← links)
- Ramanujan's sum (← links)
- Asymptotic formula for partition function (← links)
- Generating function for Hermite (physicist) polynomials (← links)
- Derivative of inverse error function (← links)
- Antiderivative of inverse error function (← links)
- K-function (← links)
- Derivative of erfi (← links)
- Riemann zeta as integral of monomial divided by an exponential (← links)
- Asymptotic behavior of Sievert integral (← links)
- Dawson D+ (← links)
- Dawson D- (← links)
- Riemann zeta as contour integral (← links)
- Sum of cosh and sinh (← links)
- Difference of cosh and sinh (← links)
- Integral representation of Struve function (3) (← links)
- E(1,1)(z)=exp(z) (← links)
- Z coth(z) = 2z/(e^(2z)-1) + z (← links)
- Exponential pdf (← links)
- Exponential cdf (← links)
- Laplace cdf (← links)
- Laplace pdf (← links)
- Normal pdf (← links)
- Normal cdf (← links)
- Generating function for Laguerre L (← links)
- L n(x)=(e^x/n!)d^n/dx^n(x^n e^(-x)) (← links)
- Orthogonality of Laguerre L (← links)
- Ei(x)=-Integral from -x to infinity of e^(-t)/t dt (← links)
- Bickley-Naylor (← links)