Aug 9, 2023 · We present algorithms to approximate the scaled complementary error function, and the Dawson integral, to the best accuracy in the standard single, double, and ...
Aug 9, 2023 · We present algorithms to approximate the scaled complementary error function, and the Dawson integral, to the best accuracy in the standard single, double, and ...
We present algorithms to approximate the scaled complementary error function, expx2erfc(x), and the Dawson integral, e-x2∫x0et2dt, to the best accuracy in ...
(PDF) Efficient multiple-precision computation of the scaled ...
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Aug 9, 2023 · We present algorithms to approximate the scaled complementary error function, exp(x^{2}) erfcx(x) , and the Dawson integral, Daw(x), to the best ...
Feb 20, 2022 · We present algorithms to approximate the scaled complementary error function, exp(x^{2}) erfcx(x) , and the Dawson integral, Daw(x), ...
Efficient multiple-precision computation of the scaled complementary error function and the Dawson integral ; Journal: Numerical Algorithms, 2023, № 3, p. 1291- ...
We present efficient algorithms for multi-precision and multi-accuracy calculation of error functions and the Dawson integral, all with complex arguments.
We present efficient algorithms for multi-precision and multi-accuracy calculation of error functions and the Dawson integral, all with complex arguments.
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We present an efficient multi-accuracy algorithm for the computations of a set of special functions of a complex argument, z=x+iy. These functions include ...
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Related papers. Efficient multiple-precision computation of the scaled complementary error function and the Dawson integral · Mofreh Zaghloul. Numerical ...