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User talk:Creighton Dement
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Links to topic of floretions?
Never heard of florations. May you suggest links to the topic? I found this one: http://www.mpia.de/~mathar/public/mathar20100119.pdf
- — Daniel Forgues 22:27, 26 August 2018 (EDT)
- Links: for floretions of order two (basically, any reference to floretion before 2012), see e.g. http://mrob.com/pub/seq/floretion.html and http://fumba.eu/sitelayout/Floretion.php (in addition to the above pdf link). For a general definition of higher order floretions, see comments here http://oeis.org/A308496 — Creighton Dement 11:25, 09 August 2019 (UTC)
Sums
That's the numerator of a sum of another sequence that oeis doesn't list because it doesn't have fractions. The denominator is 2^(n-1). x^2-3x+4 a_n=(3*a_(n-1)+2*a_(n-2))/2^n a0=0, a1=1 1, 3/2, 13/4, 51/8, 205/16, 891/32 the sum of those are 1/2^0, 5/2^1, 23/2^2, 97/2^3, 399/2^4, 1617/2^5 a_n=(3*a_(n-1)+2*a_(n-2))/2+1 Thomas Olson
