Lines Matching defs:kpsin
81 * kpsin(x) = --------- and kpcos(x) = --------- . Then
85 * -kpsin(x)*gamma(1+x)
90 * we have -kpsin(x) = (-1) * kpsin(z). We can further
96 * (I) kpsin(z) = kpsin(t) ... 0<= z < 0.3184
97 * (II) kpsin(z) = kpcos(t) ... |t| < 0.182
98 * (III) kpsin(z) = kpsin(t) ... 0<= t < 0.3184
101 * approximation for kpsin(t) for 0<=t<0.3184:
108 * kpsin(t) = t + ks[0] * t + ks[1] * t + ... + ks[12] * t
126 * kpsin(t) = t + ks[0] * t + ks[1] * t + ... + ks[6] * t
138 * kpsin(t) = t + ks[0] * t + ks[1] * t + ... + ks[3] * t
196 * kpsin(z)*gamma(1+x)
208 * kpsin(1-z)*gamma(1+x)
211 * gamma(1+x) and kpsin(), kpcos().
1317 * kpsin(x)= sin(pi*x)/pi
1334 kpsin(double x) {
1622 ss = kpsin(one - z);
1626 ss = kpsin(z);