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The On-Line Encyclopedia of Integer Sequences
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Plot pairs of sequences in the OEIS
Sequence 1
Sequence 2
untransformed
absolute value
log base 10
asinh
untransformed
absolute value
log base 10
asinh
Shift
Note: When taking logarithms, sequence values will be adjusted as needed.
Contents of Plot
Plot Seq2(n+
shift
) vs Seq1(n)
Plot Seq2(n+
shift
) vs n and Seq1(n) vs n
Plot Seq1(n)/Seq2(n+
shift
) vs n
Note: When plotting the ratio of two sequences, the ratio will be transformed using the choice for Seq1(n).
Appearance of Plot
Draw points
Draw line segments
Sample pairs of sequences to plot:
X-coordinates plotted against Y-coordinates for certain problems (Suggested by Peter Kagey)
A297346 vs A297347 (Babylonian spiral)
A293772 vs A293773 (A nice construction of Rémy Sigrist)
A274369 vs A274370 (Langton's ant)
A233380 vs A233381 (Greedy brick tiling)
A305575 vs A305576 (Sort by (r, theta))
Pairwise plots
A117154 vs A119560
(mathematically obscure but visually interesting - see the link in the latter sequence for more)
A119560 vs A000040
A004055 vs A000040
(Suggested by David Wilson)
Shifted:
A108618(n) vs. A108618(n+1)
, untransformed and without line segments, produces a spiral. (Suggested by Creighton Dement.)
Both sequences against n
A002330 and A002331
,
A002365 and A002366
,
A076340 and A076341
, with line segments. (Suggested by Franklin Adams-Watters.)
A007305 and A007306
(Suggested by David Wilson)
Ratios
Bernoulli numbers:
log(|A027641/A027642|)
,
log(|A000367/A002445|)
,
A050925/A050932
Convergents to sqrt(2):
A001333/A000129
1/n!:
A000012/A000142
1/n:
A000012/A000027
