Pascal's Triangle In The Book of Numbers, pp.68-70, 1996. ,
Handbook of Mathematical Functions with Formulas , Graphs, and Mathematical Tables, 9th printing, p.10, 1972. ,
Mathematical Methods for Physicists, pp.307-308, 1985. ,
DOI : 10.1119/1.1973757
Finite Difference, From Mathworld ,
An Introduction to the Calculus of Finite Differences, p.5, 1954. ,
Darinnen die miraculosische Inventiones zu den höchsten Cossen weiters continuirt und profitiert werden, Augspurg, bey Johann Ulrich Schönigs, 1631. (Call number QA154.8 F3 1631a f MATH at Stanford University Libraries.), online copy ,
Numerical Methods: Analysis, Algebra, Ordinary Differential Equations p. 59, 1977. ,
The On-Line Encyclopedia of Integer Sequences, 1964-present https ,
Coordination sequence for hexagonal lattice, A008458 in [9], p.2002 ,
Entry Triangle read by rows: T (n, k) = 6 * (n ? k) * k + 1, 2017. ,
Pascal's Triangle, Entry A007318 in, issue.9, p.1994 ,
Central polygonal numbers, Entry A000124 in, issue.9, p.1994 ,
Bernoulli Number ,
Triangle read by rows: T (n, k) = 30 * (n?k) 2 * k 2 +1, Entry, 2018. ,
Triangle read by rows: T (n, k) = 140 * (n ? k) 3 * k 3 * ?14 * (n ? k) * k + 1, Entry, 2018. ,
Triangle read by rows: Numeator(A m,j ), 0 ? j ? m, Entry, issue.0, 2018. ,
Triangle read by rows: Denominator(A m,j ), 0 ? j ? m, Entry, issue.0, 2018. ,
Entry " a(n) = (2n + 1)!/n! 2, pp.2457-2466 ,
Entry " a(n) = 2 * n 3 + 3 * n 2, 2016. ,
Johann Faulhaber and Sums of Powers, pp. 9-10., arXiv preprint, arXiv:math/9207222v1, 1992. ,
Entry " 6 times triangular numbers: a(n) = 3 * n * (n + 1), A028896 in [9]github.io/mathematica codes/solutions system 2 4.txt, 1999. ,
Triangle read by rows: coefficients in the sum of odd powers as expressed by Faulhaber's theorem, T (n, k) for n ? 1, 1 ? k ? n, 2018. ,
Two notes on notation., pp. 1-2, arXiv preprint, arXiv:math, p.9205211, 1992. ,
Entry Triangle read by rows: T (n, k) = k(n ? k), 1 ? k ? n, 2004. ,
Combinatorics and Representation Theory for Generalized Permutohedra I: Simplicial Plates., p. 3, arXiv preprint, p.2016 ,