RISC JKU
  • @article{RISC6937,
    author = {G.E. Andrews and P. Paule},
    title = {{MacMahon's Partition Analysis XIV: Partitions with n copies of n}},
    language = {english},
    abstract = {We apply the methods of partition analysis to partitions with~$n$ copies of~$n$. This allows us to obtain multivariable generating functions related to classical Rogers-Ramanujan type identities. Also, partitions with $n$ copies of $n$ are extended to partition diamonds yielding numerous new results including a natural connection to overpartitions and a variety of partition congruences.},
    journal = {To appear in: Journal of Combinatorial Theory, Series A},
    number = {22-14},
    pages = {--},
    isbn_issn = {???},
    year = {2023},
    refereed = {yes},
    keywords = {partitions, overpartitions, partitions with $n$ copies of $n$, partition analysis, $q$-series, modular forms and partition congruences, Radu's Ramanujan-Kolberg algorithm},
    sponsor = {FWF},
    length = {30},
    url = {https://doi.org/10.35011/risc.22-14},
    type = {Research Article}
    }