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Date Name Thumbnail Size Description Versions
05:35, 11 October 2023 PetersListA366192.png (file) 137 KB Peter's List: Fractions nobody needs (because they can be reduced to a simpler form). 1
14:58, 18 May 2019 OEISBannerLogo.jpg (file) 58 KB The banner and the logo of the OEIS as given by the TeX sources. 1
18:31, 21 June 2018 BernoulliFWithDerivative.jpg (file) 13 KB Compressed 2
09:18, 11 August 2016 OrbitalsPoset6.png (file) 49 KB Poset of orbitals over six sectors. 1
09:17, 11 August 2016 OrbitalsPoset5.png (file) 57 KB The poset of orbitals over five sectors. 1
12:34, 14 July 2016 Orbgrid6.png (file) 277 KB Orbitals over 6 sectors. 1
12:34, 14 July 2016 Orbgrid5.png (file) 346 KB Orbitals over 5 sectors. 1
12:33, 14 July 2016 Orbgrid4.png (file) 56 KB Orbitals over 4 sectors. 1
08:49, 20 April 2016 PascalTriangleArithmetique.png (file) 580 KB Blaise Pascal, Traité du triangle arithmétique (Cambridge University Library, Licensed under (CC BY-NC 3.0)) 1
09:30, 6 April 2016 Binomial.png (file) 57 KB A plot of log(abs(binomial(x,y))) for x, y in [-5..5] compared to the cropped version of SageMath/GKP. (Made with Maple.) 1
04:52, 22 March 2016 StirlingNumberIdentities.png (file) 25 KB Stirling number identities. 1
04:29, 22 March 2016 ReducedPtransformation.png (file) 5 KB Reduced partial partition polynomials. 1
04:28, 22 March 2016 Ptransformation.png (file) 6 KB Multivariate partial partition polynomials. 1
04:26, 22 March 2016 PolynomialsAndBernoulliNumbers.png (file) 52 KB Family of polynomials with p_n(0) = 0 and p_n(1) = B(n) = BernoulliNumber(n). 1
06:04, 22 December 2014 Gfun riordan.png (file) 95 KB The generating function of the Riordan numbers in relation to basic operations and sequences in the OEIS. 1
10:35, 10 August 2014 PosDefQFNumOfReps.png (file) 110 KB Number of representations below N as a function of the discriminant of a positive definite binary quadratic form. 1
04:48, 1 August 2014 BinaryQF111LevelSet14.png (file) 24 KB Ellipse corresponding to the binary quadratic form x^2+x*y+y^2 with level set 14 and lattice points. 1
07:23, 30 July 2014 BinaryQF111LevelSet13.png (file) 24 KB Binary quadratic form (1,1,1), level set 13. 1
15:32, 7 July 2014 RepsAsFunctionOfDisc.png (file) 83 KB Number of integers represented by a positive definite form below 100000 as a function of the absolute value of the discriminant. 1
08:45, 11 February 2014 OEIStrademark14pt.png (file) 11 KB "founded in 1964" 2
07:00, 1 February 2014 OeisLogoPL3.png (file) 6 KB   1
06:59, 1 February 2014 OeisLogoPL2.png (file) 11 KB OEIS logo proposal. 1
18:24, 21 January 2014 Img027.jpg (file) 164 KB   2
17:57, 18 January 2014 Img025.jpg (file) 149 KB Smaller size by cutting off the white border. 2
04:41, 16 January 2014 OEISlogoSP.png (file) 133 KB   1
11:40, 15 January 2014 OeisLogoPL.png (file) 146 KB   1
09:02, 13 January 2014 OEISposter.png (file) 26 KB A poster for OEIS based on A001011. 1
13:53, 9 January 2014 OEIS-Banner-Contest.png (file) 30 KB   1
07:24, 20 October 2013 ScaledSwissKnifePolynomials.png (file) 40 KB   3
14:10, 26 August 2013 PerfectPrimeRuler.png (file) 9 KB A perfect prime number ruler of length 18. 1
16:15, 4 June 2013 GeneralizedBernoulliPolynomialsM2.jpg (file) 62 KB Generalized Bernoulli polynomials m=2. 1
16:05, 4 June 2013 GeneralizedBernoulliPolynomialsGrowth.png (file) 28 KB Growth of the generalized Bernoulli polynomials. 1
16:22, 3 May 2013 CardinalBSplines.png (file) 35 KB Cardinal B-splines of order 0..5. 1
14:54, 28 October 2012 ExactDecimalDigitsOfAsymptoticBernoulliNumbers.png (file) 22 KB New plot 2
06:04, 19 June 2012 SwissKnifeDifferenzenPolynome.png (file) 10 KB Difference table of the Swiss-Knife polynomials. 1
19:00, 16 June 2012 DifferenzenTableauBernoulliPolynome.png (file) 15 KB Difference table of the Bernoulli polynomials. 1
11:43, 3 May 2012 DifferenzenTableauBernoulliZahlen.png (file) 36 KB The difference table of the Bernoulli numbers as given by Ludwig Seidel in "Ueber eine einfache Entstehungsweise der Bernoulli'schen Zahlen.." in 1877 and listed by Paul Curtz as A191972/A190339. 1
10:05, 23 April 2012 BernoulliAsymptExactDecimalDigits.png (file) 20 KB Shows the exact decimal digits of two asymptotic formulas for the Bernoulli numbers. Exact decimal digits are defined as -log10(abs(1-approximation/trueValue)) where log10 denotes the logarithm to the base 10. 1
16:42, 31 March 2012 SeidelGenocchiTriangle.png (file) 69 KB The Seidel-Genocchi triangle by L. Seidel (1877). 1
17:11, 10 January 2012 FibonacciForest.png (file) 76 KB A Fibonacci forest. The definition of a Fibonacci forest is given on the wiki page User:Peter_Luschny/FibonacciMeanders. (I, the copyright holder of this work, release this work under the Creative Commons Attribution 3.0 unported license.) 1
13:22, 2 January 2012 SelfDualMeander.png (file) 29 KB A self-dual meander. The definition of a meander as used here is given on the wiki page User:Peter_Luschny/Meander. (I, the copyright holder of this work, release this work under the Creative Commons Attribution 3.0 unported license.) 1
10:06, 19 December 2011 DualMeanders.png (file) 30 KB An invertible meander and its dual. The definition of meander is here as on the wiki page User:Peter_Luschny/Meander. (I, the copyright holder of this work, release this work under the Creative Commons Attribution 3.0 unported license.) 1
10:09, 8 December 2011 Combinatoria.jpg (file) 57 KB Wheel to enter the combination of numbers of a safe. Combinatoria by rpongsaj (Flickr) [CC-BY-2.0 (www.creativecommons.org/licenses/by/2.0)]. 1
10:01, 8 December 2011 Meander5.png (file) 23 KB Borders removed. 2
06:59, 21 November 2011 Meander6.png (file) 71 KB Meanders of length 6 with central angle < 360°. (I, the copyright holder of this work, release this work under the Creative Commons Attribution 3.0 unported license.) 1
19:27, 4 November 2011 WalkingTheCircle.png (file) 10 KB A walk on the circle. (I, the copyright holder of this work, release this work under the Creative Commons Attribution 3.0 unported license.) 1
19:24, 4 November 2011 SonghuaAst.jpg (file) 226 KB Satellite photo of the Songhua River, northeast China. Author: NASA/GSFC/METI/ERSDAC/JAROS, and the U.S./Japan ASTER Science Team. Permission reusing this file: US government, public domain. 1
18:33, 18 October 2011 CompositionsToRulers.png (file) 27 KB Gives an example for the transformation compostion to ruler. 1
16:10, 19 August 2011 EulerDeSummisSerierum.jpg (file) 95 KB Euler Zeta numbers, from: Leonhard Euler, De Summis Serierum Reciprocarum, 1735. 1
15:54, 18 August 2011 GeneralizedBernoulliNumbers.png (file) 58 KB Generalized Bernoulli numbers and generalized zeta functions. (I, the copyright holder of this work, release this work under the Creative Commons Attribution 3.0 unported license.) 1
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