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 A119936 Least common multiple (LCM) of denominators of the rows of the triangle of rationals A119935/A119932. 0
 1, 8, 108, 576, 18000, 21600, 1234800, 5644800, 57153600, 63504000, 8452382400, 9220780800, 1688171284800, 1818030614400, 1947889944000, 8310997094400, 2551995545299200, 2702112930316800, 1029655143835718400 (list; graph; refs; listen; history; text; internal format)
 OFFSET 1,2 COMMENTS The triangle of rationals is the matrix cube of the matrix with elements a(i,j) = 1/i if j <= i, 0 if j > i. LINKS Stephen Crowley, Two New Zeta Constants: Fractal String, Continued Fraction, and Hypergeometric Aspects of the Riemann Zeta Function, arXiv:1207.1126 [math.NT], 2012. FORMULA A027447(i,j)= a(i)* A119935(i,j)/A119932(i,j) . a(n) = lcm_{m=1..n} seq(A119932(n,m)), n >= 1. a(n)/n^3 = A027451(n) = A002944(n)^2 (the second equation is a conjecture). a(n)/n^3 = (A099946(n)*(n-1))^2, n >= 2 (from the conjecture). CROSSREFS Distinct from A246498. Sequence in context: A187190 A099762 A246498 * A276296 A164749 A264487 Adjacent sequences:  A119933 A119934 A119935 * A119937 A119938 A119939 KEYWORD nonn,easy,changed AUTHOR Wolfdieter Lang, Jul 20 2006 STATUS approved

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Last modified November 11 18:50 EST 2019. Contains 329031 sequences. (Running on oeis4.)