论文标题
涉及罗杰斯·拉马努扬（Rogers-Ramanujan）的某些关系引起的某些分区功能的结果继续
Results on some partition functions arising from certain relations involving the Rogers-Ramanujan continued fractions
论文作者
论文摘要
涉及Rogers-Ramanujan持续分数$ r（Q），$ r（q^3），$ r（q^4）$的关系用于查找新的生成函数，并与3核，4核，4型，4型和有色分区函数进行Modulo 5和25。
Relations involving the Rogers-Ramanujan continued fractions $R(q),$ $R(q^3 ),$ and $R(q^4)$ are used to find new generating functions and congruences modulo 5 and 25 for 3-core, 4-core, 4-regular, and colored partition functions.
