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KRYSTIAN GAJDZICA, A NOTE ON THE RESTRICTED PARTITION FUNCTION p_A(n, k), arXiv:2104.04341, April 2021; Discrete Math., 345 (2022), #112943. See Table 1.
Krystian Gajdzica, <a href="https://arxiv.org/abs/2104.04341">A note on the restricted partition function p_A(n, k)</a>, arXiv:2104.04341 [math.NT], April 2021; Discrete Math., 345 (2022), #112943. See Table 1.
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Tables 2 and 3 of the reference contain several similar sequences of rationals that could be added to the OEIS.
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Numerators of certain densities associated with partitions into squares.
1, 1, 13, 37, 1, 299, 253, 14113, 317311, 264659
1,3
See Gajdzica (2021, 2022) for precise definition.
KRYSTIAN GAJDZICA, A NOTE ON THE RESTRICTED PARTITION FUNCTION p_A(n, k), arXiv:2104.04341, April 2021; Discrete Math., 345 (2022), #112943. See Table 1.
1, 1/2, 13/36, 37/144, 1/2, 299/600, 253/504, 14113/28224, 317311/635040, 264659/529200, ...
Cf. A357445.
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N. J. A. Sloane, Nov 07 2022
Tables 2 and 3 contain several similar sequences of rationals that could be added to the OEIS.
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