Home
last modified time | relevance | path

Searched refs:polynomial (Results 1 – 25 of 68) sorted by relevance

123

/freebsd/contrib/arm-optimized-routines/math/tools/
H A Dcos.sollya1 // polynomial for approximating cos(x)
6 deg = 8; // polynomial degree
10 // find even polynomial with minimal abs error compared to cos(x)
H A Dv_sin.sollya1 // polynomial for approximating sin(x)
6 deg = 15; // polynomial degree
10 // find even polynomial with minimal abs error compared to sin(x)/x
H A Dsincosf.sollya1 // polynomial for approximating cos(x)
8 deg = 8; // polynomial degree
12 // find even polynomial with minimal abs error compared to cos(x)
H A Dsinpi.sollya1 // polynomial for approximating sinpi(x)
6 deg = 19; // polynomial degree
10 // find even polynomial with minimal abs error compared to sinpi(x)
H A Dsin.sollya1 // polynomial for approximating sin(x)
6 deg = 7; // polynomial degree
10 // find even polynomial with minimal abs error compared to sin(x)/x
H A Dlog.sollya1 // polynomial for approximating log(1+x)
11 // find log(1+x)/x polynomial with minimal relative error
12 // (minimal relative error polynomial for log(1+x) is the same * x)
H A Dv_log.sollya1 // polynomial used for __v_log(x)
10 // find log(1+x)/x polynomial with minimal relative error
11 // (minimal relative error polynomial for log(1+x) is the same * x)
H A Dv_log2f.sollya1 // polynomial used for __v_log2f(x)
13 // find log2(1+x)/x polynomial with minimal relative error
14 // (minimal relative error polynomial for log2(1+x) is the same * x)
H A Dsincos.sollya1 // polynomial for approximating cos(x)
8 deg = 14; // polynomial degree
12 // find even polynomial with minimal abs error compared to cos(x)
H A Dv_log10.sollya1 // polynomial used for __v_log10(x)
10 // find log(1+x)/x polynomial with minimal relative error
11 // (minimal relative error polynomial for log(1+x) is the same * x)
H A Dlog10f.sollya1 // polynomial for approximating log10f(1+x)
13 // find log(1+x)/x polynomial with minimal relative error
14 // (minimal relative error polynomial for log(1+x) is the same * x)
H A Dlog2.sollya1 // polynomial for approximating log2(1+x)
15 // find log2(1+x)/x polynomial with minimal relative error
16 // (minimal relative error polynomial for log2(1+x) is the same * x)
H A Dv_log10f.sollya1 // polynomial for approximating v_log10f(1+x)
17 // find log10(1+x)/x polynomial with minimal relative error
18 // (minimal relative error polynomial for log10(1+x) is the same * x)
H A Dlog10.sollya1 // polynomial for approximating log10(1+x)
15 // find log10(1+x)/x polynomial with minimal relative error
16 // (minimal relative error polynomial for log10(1+x) is the same * x)
H A Datan.sollya1 // polynomial for approximating atan(x) and atan2(y, x)
6 // atan is odd, so approximate with an odd polynomial:
H A Dv_exp.sollya1 // polynomial for approximating e^x
11 // find polynomial with minimal abs error
H A Dtgamma128_gen.jl117 /* Coefficients of the polynomial used in the tgamma_large() subroutine */
130 /* Coefficients of the polynomial used in the tgamma_tiny() subroutine */
183 /* Coefficients of the polynomial used in the tgamma_central() subroutine
196 /* Coefficients of the polynomial used in the tgamma_central() subroutine
H A Dlog_abs.sollya1 // polynomial for approximating log(1+x)
11 // find log(1+x) polynomial with minimal absolute error
H A Dexp.sollya1 // polynomial for approximating e^x
12 // find polynomial with minimal abs error
H A Dlog2_abs.sollya1 // polynomial for approximating log2(1+x)
15 // find log2(1+x) polynomial with minimal absolute error
H A Dexp2.sollya1 // polynomial for approximating 2^x
18 // find polynomial with minimal relative error
H A Dexp10.sollya1 // polynomial for approximating 10^x
21 // find polynomial with minimal relative error
H A Dcbrt.sollya1 // polynomial for approximating cbrt(x) in double precision
H A Dcbrtf.sollya1 // polynomial for approximating cbrt(x) in single precision
H A Dv_erf.sollya1 // polynomial for approximating erf(x).

123