03/02/2015, 08:13 PM
(This post was last modified: 03/02/2015, 08:16 PM by sheldonison.)

How many sample points are required for the Kouznetsov Cauchy integral method to get double precision (51 bits=16 decimal digits) accuracy? I seem to remember it was 1000-2000 sample points; also, how many iterations? Do you have any estimates on how fast the number of sample points required grows? For example, what it would take to get twice that precision, 32 decimal digits?

- Sheldon