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Article Dans Une Revue Array Année : 2019

Some new congruences for (s,t)-regular bipartition functions

Résumé

Let Bs,t(n) denote the number of (s,t)-regular bipartitions of n. We prove several infinite families of congruences modulo t for Bs,t(n) where (s,t) ? {(2,7), (5?, 7), (3?, 11), (5?, 11), (3?, 17)}, ? ? 1.
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Dates et versions

hal-04462988 , version 1 (16-02-2024)

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Chandrashekar Adiga, Abdelmejid Bayad, Ranganatha Dasappa. Some new congruences for (s,t)-regular bipartition functions. Array, 2019, 106 (120), pp.53-67. ⟨10.2298/PIM1920053A⟩. ⟨hal-04462988⟩
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