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 There is a non recursive formula for T(x,k)? Gottfried Ultimate Fellow Posts: 787 Threads: 121 Joined: Aug 2007 12/26/2020, 11:05 AM (12/23/2020, 03:53 PM)marraco Wrote: (12/22/2020, 12:42 AM)Gottfried Wrote: Hi Marraco - I'm currently unable to step in, and I do not yet understood your formulae.Where is the problem? Above my shoulders... ;-) Don't have momentarily(?) the capacity to really step in and think through the material, might be depend on my age.                 Just thought you might be curious to see my proposals of earlier (and more active) years. Merry Xmas to all :-) Gottfried Gottfried Helms, Kassel « Next Oldest | Next Newest »

 Messages In This Thread There is a non recursive formula for T(x,k)? - by marraco - 12/17/2020, 03:48 PM RE: There is a non recursive formula for T(x,k)? - by marraco - 12/17/2020, 04:06 PM RE: There is a non recursive formula for T(x,k)? - by marraco - 12/17/2020, 05:26 PM RE: There is a non recursive formula for T(x,k)? - by Gottfried - 12/22/2020, 12:42 AM RE: There is a non recursive formula for T(x,k)? - by marraco - 12/23/2020, 03:53 PM RE: There is a non recursive formula for T(x,k)? - by Gottfried - 12/26/2020, 11:05 AM

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