[A]
[B] [C] [D] [E] [F] [G] [H] [ I ] [J]
[K] [L] [M]
[N] [O] [P] [Q] [R] [S] [T] [U] [V] [W] [X] [Y]
[Z]
Function Purpose Statement
A
B
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Evaluates the Kelvin function of the first kind, bei, of order zero. | |
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Evaluates the Kelvin function of the first kind, bei, of order one. | |
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Evaluates the derivative of the Kelvin function of the first kind, bei, of order zero. | |
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Evaluates the Kelvin function of the first kind, ber, of order zero. | |
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Evaluates the Kelvin function of the first kind, ber, of order one. | |
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Evaluates the derivative of the Kelvin function of the first kind, ber, of order zero. | |
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Evaluates the real or complex beta function, b(a,b). | |
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Evaluates the incomplete beta function ratio. | |
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Evaluates the the beta cumulative distribution function. | |
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Evaluates the inverse of the beta cumulative distribution function. | |
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Evaluates the beta probability density function. | |
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Evaluates the Airy function of the second kind. | |
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Evaluates the derivative of the Airy function of the second kind. | |
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Evaluates the exponentially scaled derivative of the Airy function of the second kind. | |
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Evaluates the exponentially scaled Airy function of the second kind. | |
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Evaluates the binomial cumulative distribution function. | |
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Evaluates the binomial coefficient. | |
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Evaluates the binomial probability density function. | |
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Evaluates the bivariate normal cumulative distribution function. | |
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Evaluates the modified Bessel function of the first kind of order zero. | |
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Evaluates the exponentially scaled modified Bessel function of the first kind of order zero. | |
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Evaluates the modified Bessel function of the first kind of order one. | |
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Evaluates the exponentially scaled modified Bessel function of the first kind of order one. | |
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Evaluates a sequence of exponentially scaled modified Bessel functions of the first kind with nonnegative real order and real positive arguments. | |
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Evaluates a sequence of modified Bessel functions of the first kind with integer order and real or complex arguments. | |
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Evaluates a sequence of modified Bessel functions of the first kind with real order and real positive arguments. | |
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Evaluates the Bessel function of the first kind of order zero. | |
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Evaluates the Bessel function of the first kind of order one. | |
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Evaluates a sequence of Bessel functions of the first kind with integer order and real arguments. | |
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Evaluates a sequence of Bessel functions of the first kind with real order and real positive arguments. | |
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Evaluates the modified Bessel function of the third kind of order zero. | |
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Evaluates the exponentially scaled modified Bessel function of the third kind of order zero. | |
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Evaluates the modified Bessel function of the third kind of order one. | |
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Evaluates the exponentially scaled modified Bessel function of the third kind of order one. | |
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Evaluates a sequence of exponentially scaled modified Bessel functions of the third kind of fractional order. | |
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Evaluates a sequence of modified Bessel functions of the third kind of fractional order. | |
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Evaluates the Bessel function of the second kind of order zero. | |
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Evaluates the Bessel function of the second kind of order one. | |
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Evaluates a sequence of Bessel functions of the second kind with real nonnegative order and real positive arguments. |
C
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Evaluates the Airy function of the first kind for complex arguments. | |
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Evaluates the derivative of the Airy function of the first kind for complex arguments. | |
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Evaluates the argument of a complex number. | |
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Evaluates the Airy function of the second kind for complex arguments. | |
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Evaluates the derivative of the Airy function of the second kind for complex arguments. | |
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Evaluates a sequence of modified Bessel functions of the first kind with real order and complex arguments. | |
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Evaluates a sequence of Bessel functions of the first kind with real order and complex arguments | |
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Evaluates a sequence of Modified Bessel functions of the second kind with real order and complex arguments | |
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Evaluates the cube root. | |
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Evaluates a sequence of Bessel functions of the second kind with real order and complex arguments. | |
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Evaluates the complex scaled complemented error function. | |
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Evaluates the hyperbolic cosine integral. | |
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Evaluates the chi-squared cumulative distribution function | |
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Evaluates the inverse of the chi-squared cumulative distribution function. | |
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Evaluates the chi-squared probability density function | |
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Evaluates the cosine integral. | |
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Evaluates a function closely related to the cosine integral. | |
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Evaluates a function closely related to the hyperbolic cosine integral. | |
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Evaluates the cosine for the argument in degrees. | |
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Evaluates the cotangent. | |
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Evaluates the N-term Chebyshev series. | |
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Evaluates the noncentral chi-squared cumulative distribution function. | |
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Evaluates the inverse of the noncentral chi-squared cumulative function. | |
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Evaluates the Weierstrass P-function in the lemniscat case for complex argument with unit period parallelogram. | |
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Evaluate the first derivative of the Weierstrass P-function in the lemniscatic case for complex argum with unit period parallelogram | |
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Evaluates the Weierstrass P-function in the equianharmonic case for complex argument with unit period parallelogram. | |
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Evaluates the first derivative of the Weierstrass P-function in the equianharmonic case for complex argument with unit period parallelogram. |
D
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Evaluates Dawson function. | |
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Retrieves double precision machine constants. |
E
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Evaluates the exponential integral for arguments greater than zero and the Cauchy principal value of the integral for arguments less than zero. | |
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Evaluates the exponential integral for arguments greater than zero and the Cauchy principal value for arguments less than zero. | |
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Evaluates the Jacobi elliptic function cn(x, m). | |
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This function evaluates the Jacobi elliptic function dn(x, m). | |
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Evaluates the Jacobi elliptic function sn(x, m). | |
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Evaluates the complete elliptic integral of the second kind E(x). | |
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Evaluates the complete elliptic integral of the kind K(x). | |
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Evaluates an elementary integral from which inverse circular functions, logarithms and inverse hyperbolic functions can be computed. | |
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Evaluates Carlson's incomplete elliptic integral of the second kind RD(X, Y, Z). | |
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Evaluates Carlson's incomplete elliptic integral of the first kind RF(X, Y, Z). | |
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Evaluates Carlson's incomplete elliptic integral of the third kind RJ(X, Y, Z, RHO). | |
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Evaluates the exponential integral of integer order for arguments greater than zero scaled by EXP(X). | |
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Evaluates the error function. | |
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Evaluates the complementary error function. | |
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Evaluates the exponentially scaled complementary error function. | |
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Evaluates the inverse complementary error function. | |
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Evaluates the inverse error function. | |
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Sets error handler default printer and stop actions. | |
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Evaluates the exponential cumulative distribution function. | |
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Evaluates the inverse of the exponential cumulative distribution function. | |
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Evaluates the exponential probability density function. | |
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Evaluates (ex – 1)/x for real or complex x. | |
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Evaluates the extreme value cumulative distribution function. | |
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Evaluates the inverse of the extreme value cumulative distribution function | |
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Evaluates the extreme value probability density function |
F
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Evaluates the factorial of the argument. | |
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Evaluates the F cumulative distribution function. | |
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Evaluates the inverse of the F cumulative distribution function. | |
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Evaluates the F probability density function. | |
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Evaluates the cosine Fresnel integral. | |
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Evaluates the sineFresnel integral. |
G
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Evaluates the gamma cumulative distribution function. | |
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Evaluates the incomplete gamma function. | |
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Evaluates the complementary incomplete gamma function. | |
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This function evaluates the inverse of the gamma cumulative distribution function. | |
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Evaluates the Tricomi form of the incomplete gamma function. | |
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Evaluates the real or complex gamma function, G(x). | |
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This function evaluates the gamma probability density function. | |
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Evaluates the reciprocal of
the real or complex gamma | |
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Evaluates a general continuous cumulative distribution function given ordinates of the density.. | |
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Evaluates the inverse of a general continuous cumulative distribution function given ordinates of the density. | |
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Evaluates the discrete geometric cumulative probability distribution function. | |
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Evaluates the inverse of the geometric cumulative probability distribution function. | |
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Evaluates the discrete geometric probability density function. | |
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Evaluates the inverse of a general continuous cumulative distribution function given in a subprogram. |
H
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Evaluates the hypergeometric cumulative distribution function. | |
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Evaluates the hypergeometric probability density function. |
I
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Retrieves the integer code for an informational error. | |
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Checks if a value is NaN (not a number). | |
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Retrieves integer machine constants. | |
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Initializes the orthogonal series so the function value is the number of terms needed to insure the error is no larger than the requested accuracy. |
L
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Evaluates the complex base 10 logarithm, log10 z. |
M
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Evaluates a sequence of even, periodic, integer order, real Mathieu functions. | |
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Evaluates the eigenvalues for the periodic Mathieu functions. | |
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Evaluates a sequence of odd, periodic, integer order, real Mathieu functions. |
N
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Retrieves the error type set by the most recently called IMSL routine. |
P
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Evaluates a generalization of Pochhammer's symbol. | |
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Evaluates a generalization of Pochhammer's symbol starting from the first order. | |
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Evaluates the Poisson cumulative distribution function. | |
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Evaluates the Poisson probability density function. | |
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Evaluates the real or complex psi function, y(x). |
R
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Evaluates the Rayleigh cumulative distribution function.. | |
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Evaluates the inverse of the Rayleigh cumulative distribution function. | |
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Evaluates the Rayleigh probability density function |
S
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Evaluates the hyperbolic sine integral. | |
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Evaluates the sine integral. | |
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Evaluates the sine for the argument in degrees. | |
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Evaluates a form of Spence's integral. |
T
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Evaluates tan z for complex z. | |
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Evaluates the Student's t cumulative distribution function. | |
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Evaluates the inverse of the Student's t cumulative distribution function. | |
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Evaluates the noncentral Student's t cumulative distribution function. | |
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Evaluates the inverse of the noncentral Student's t cumulative distribution function. | |
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Evaluates the Student's t probability cumulative function. |
U
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Sets or Retrieves input or output device unit numbers. | |
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Evaluates the uniform cumulative distribution function. | |
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Evaluates the discrete uniform cumulative distribution function. | |
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Evaluates the inverse of the discrete uniform cumulative distribution function. | |
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Evaluates the discrete uniform probability density function. | |
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Evaluates the inverse of the uniform cumulative distribution function. | |
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Evaluates the uniform probability density function. |
W
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Evaluates the Weibull cumulative distribution function | |
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Evaluates the inverse of the Weibull cumulative distribution function. | |
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Evaluates the Weibull probability density function. |
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