Add to ORKGIn this paper, we describe numerical methods for special functions, especially Bessel function Jn(x) and modified Bessel function In(x) with real argument x, Bessel function Jn(z) and modified Bessel function In(z) with complex argument z, Bessel function Yν(x) and modified Bessel function Kν(x) with real order ν, incomplete gamma function Γ(ν, x), and so on
We give an overview of published algorithms by our group and of current activities and future plans....
Special functions, natural generalizations of the elementary functions, have been studied for centur...
We give an overview of published algorithms by our group and of current activities and future plans....
textabstractThe usual tools for computing special functions are power series, asymptotic expansions,...
textabstractThis paper gives an overview of methods for the numerical evaluation of special function...
This paper gives an overview of methods for the numerical eval-uation of special functions, that is,...
textabstractThis paper describes methods that are important for the numerical evaluation of certain ...
We describe a method for the rapid numerical evaluation of the Bessel functions of the first and sec...
htmlabstractThis paper describes methods that are important for the numerical evaluation of certain ...
This procedure evaluates the real and imaginary parts of the modified Bessel functions K_0(z) and K...
This procedure evaluates the real and imaginary parts of the modified Bessel functions K_0(z) and K...
We describe a method for the rapid numerical evaluation of the Bessel functions of the first and sec...
77 programs for the computation of modified Bessel functions of purely imaginary order are presented...
This paper describes methods that are important for the numerical evaluation of certain functions th...
AbstractThe Lanczos τ-method, with perturbations proportional to Faber polynomials, is employed to a...
We give an overview of published algorithms by our group and of current activities and future plans....
Special functions, natural generalizations of the elementary functions, have been studied for centur...
We give an overview of published algorithms by our group and of current activities and future plans....
textabstractThe usual tools for computing special functions are power series, asymptotic expansions,...
textabstractThis paper gives an overview of methods for the numerical evaluation of special function...
This paper gives an overview of methods for the numerical eval-uation of special functions, that is,...
textabstractThis paper describes methods that are important for the numerical evaluation of certain ...
We describe a method for the rapid numerical evaluation of the Bessel functions of the first and sec...
htmlabstractThis paper describes methods that are important for the numerical evaluation of certain ...
This procedure evaluates the real and imaginary parts of the modified Bessel functions K_0(z) and K...
This procedure evaluates the real and imaginary parts of the modified Bessel functions K_0(z) and K...
We describe a method for the rapid numerical evaluation of the Bessel functions of the first and sec...
77 programs for the computation of modified Bessel functions of purely imaginary order are presented...
This paper describes methods that are important for the numerical evaluation of certain functions th...
AbstractThe Lanczos τ-method, with perturbations proportional to Faber polynomials, is employed to a...
We give an overview of published algorithms by our group and of current activities and future plans....
Special functions, natural generalizations of the elementary functions, have been studied for centur...
We give an overview of published algorithms by our group and of current activities and future plans....