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Code for OEIS sequence A345262
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""" | |
Function to calculate terms of the order of the image of the J-homomorphism. | |
""" | |
from sympy import bernoulli | |
def a345262(n): | |
""" | |
Calculate the terms of OEIS entry A345262. | |
(Order of the image of the J-homomorphism in the stable homotopy group π_n^S). | |
n: int, >=0 | |
return: int | |
""" | |
if n == 0: | |
return 1 | |
n_ = n % 8 | |
d = {0:2, 1:2, 2:1, 4:1, 5:1, 6:1} | |
if n_ in [3, 7]: | |
k = (n+1)//4 | |
return (bernoulli(2*k)/(4*k)).denominator() | |
else: | |
return d[n_] | |
""" | |
# uncomment this block to print 50 sample values | |
samples = 50 | |
print(", ".join([str(imgJ(n)) for n in range(0, samples)])) | |
""" |
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""" | |
Script to generate b-file. | |
""" | |
from a345262 import a345262 | |
def b345262(n=10000): | |
""" | |
Generate b-file for OEIS entry A345262. | |
n: int, >=1 | |
return: None | |
""" | |
bfile = "b345262.txt" | |
with open(bfile, 'w') as f: | |
f.writelines([f"{i} {a345262(i)}\n" for i in range(0, n)]) | |
b345262() |
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0 1 | |
1 2 | |
2 1 | |
3 24 | |
4 1 | |
5 1 | |
6 1 | |
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8 2 | |
9 2 | |
10 1 | |
11 504 | |
12 1 | |
13 1 | |
14 1 | |
15 480 | |
16 2 | |
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18 1 | |
19 264 | |
20 1 | |
21 1 | |
22 1 | |
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24 2 | |
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28 1 | |
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51 24 | |
52 1 | |
53 1 | |
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59 171864 | |
60 1 | |
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9998 1 | |
9999 3429990300000 |
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