One more question:
(5) Is there an option to let the product begin at p10=1 instead of
p10=0?
Ralf
On 2/7/25 12:21, 'Ralf Hemmecke' via FriCAS - computer algebra system wrote:
Dear Waldek,
can you explain how to extract the respective formulas from the return
value of Martin's and your guessing package?
====================
%%% (1) -> guess([factorial(4*n)/factorial(n)^4 for n in 1..10])
3 2
n - 1 256 p + 1152 p + 1712 p + 840
++-++ 10 10 10
(1) [24 | | -------------------------------------]
| | 3 2
p = 0 p + 6 p + 12 p + 8
10 10 10 10
====================
(1) How can I manipulate the expression from (1), i.e.
decompose it into its parts (operator, argument, numer, denom)?
(2) How do I get the rational function under the product?
(3) Can I give an option to guess so that the running variable
is returned as k instead of p10?
(4) Is there a demo somewhere or a detailed descriptions also
for the other guessing functions?
Thank you
Ralf
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