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A094393
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0-th level of zeta zeros quantum (n,l) complex Markov model tree.
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0
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14, 21, 35, 63, 120, 233, 459, 911, 1816, 3625, 7244, 14481, 28954, 57902, 115798, 231590, 463173, 926340, 1852673, 3705340, 7410673, 14821340, 29642673, 59285340, 118570674, 237141341, 474282675, 948565344, 1897130682, 3794261357
(list; graph; refs; listen; history; internal format)
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OFFSET
| 1,1
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FORMULA
| b1=14.134725 s=2 b[n, l]=b1*((s^(n-1))+(s^(l/(2*n+1)-1))) a(n) = Floor[Abs[b[n, 0]]]
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MATHEMATICA
| b1=14.134725 s=2 b[n_, l_]=b1*((s^(n-1))+(s^(l/(2*n+1)-1))) m=40 a=Table[Floor[b[n, l]], {l, 0, 2*m}, {n, 0, m}]
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CROSSREFS
| Sequence in context: A084995 A100466 A100467 * A128705 A073250 A159453
Adjacent sequences: A094390 A094391 A094392 * A094394 A094395 A094396
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KEYWORD
| nonn,uned,obsc
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AUTHOR
| Roger L. Bagula (rlbagulatftn(AT)yahoo.com), Jun 03 2004
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