[seqfan] Re: anyone tried Superseeker lately?
L. Edson Jeffery
lejeffery2 at gmail.com
Sat Jun 21 01:22:18 CEST 2014
Wouter, it took a couple of minutes, but I got the following response:
Report on [ 1,2,4,10,42,184,1066,6697,50066]:
Many tests are carried out, but only potentially useful information (if
any) is reported here.
Content is available under
The OEIS End-User License Agreement: http://oeis.org/LICENSE
Even though there are a large number of sequences in the OEIS, at least one
of yours is not there! If it is of general interest, please submit it using
the submission form http://oeis.org/Submit.html and it will (probably) be
added! Thanks!
SUGGESTION: LISTTOALGEQ FOUND ONE OR MORE ALGEBRAIC
EQUATIONS SATISFIED BY THE GEN. FN.
WARNING: THESE MAY BE ONLY APPROXIMATIONS!
Equation(s) and type(s) are:
2 3 4
[16 - 32 a(n) + 24 a(n) - 8 a(n) + a(n) , lgdegf]
Types of generating functions that may have been mentioned above:
ogf = ordinary generating function
egf = exponential generating function
revogf = reversion of ordinary generating function
revegf = reversion of exponential generating function
lgdogf = logarithmic derivative of ordinary generating function
lgdegf = logarithmic derivative of exponential generating function
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o For an explanation of the format used in the OEIS,
see http://oeis.org/wiki/Style_Sheet
o If your sequence was not in the OEIS and is of general interest,
please submit it using the submission form http://oeis.org/Submit.html
o The email address sequences at oeis.org does a simple lookup in the
On-Line Encyclopedia of Integer Sequences
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Sequentially yours, The On-Line Encyclopedia of Integer Sequences.
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