Functions§
- bessel_
rsqrt_ 🔒hard - eval_
small_ 🔒hard_ 3p6_ to_ 7p5 - f_i0
- Modified Bessel of the first kind of order 0
- i0_
0_ 🔒to_ 3p6_ dd - Computes I0 on interval [-7.5; -3.6], [3.6; 7.5] as rational approximation I0 = 1 + (x/2)^2 * Pn((x/2)^2)/Qm((x/2)^2))
- i0_
0_ 🔒to_ 3p6_ exec - i0_
0_ 🔒to_ 3p6_ hard - i0_
3p6_ 🔒to_ 7p5_ dd - i0_
7p5_ 🔒to_ 9p5 - Mid-interval [7.5;9.5] generated by Wolfram: I0(x)=R(1/x)/sqrt(x)*Exp(x)
- i0_
7p5_ 🔒to_ 9p5_ hard - Mid-interval [7.5;9.5] generated by Wolfram Mathematica: I0(x)=R(1/x)/sqrt(x)*Exp(x) Polynomial generated by Wolfram Mathematica:
- i0_
asympt 🔒 - I0(x)=R(1/x)*Exp(x)/sqrt(x) Generated in Wolfram:
- i0_
asympt_ 🔒hard - I0(x)=R(1/x)*Exp(x)/sqrt(x) Generated in Wolfram:
- i3p6_
to_ 🔒7p5 - Computes I0 on interval [-7.5; -3.6], [3.6; 7.5]