ON NEW FORMULAS FOR THE ROGERS-RAMANUJAN IDENTITIES

In a previous work we presented a correspondence between unrestricted partitions of n and the number of representations of m as a t-squared partition (defined as the frequency of m), for m in the interval [1 ; n² -1]. Here we want to go a step further presenting also correspondences between the Rogers-Ramanujan identities and frequency of numbers also represented by t-squared partitions.