W. Raji

works on

congruence conditions 1 euler-type recurrences 1 modular forms 1 partition functions 1 rademacher formula 1 ramanujan congruences 1

From the 1 of 3 linked papers with an AI index.

collaborators

3 papers

math.NT2026

Euler-type Recurrence Relations for Partition Functions with Congruence Conditions

Wissam Raji, Hasan Saad

The paper investigates partition functions that count partitions with parts congruent to 0 or ±g modulo δ, deriving Euler‑type recurrence relations via generalized Dedekind eta fun…

math.NT2026

Vector-Valued Period Polynomials and Zeta Values of Quadratic Fields

Yeong-Wook Kwon, Subong Lim, Wissam Raji

Let $k \geq 2$ and $N \geq 1$ be integers. Let $D$ be a positive integer that is congruent to a square modulo $4 N$ , and fix $I ¨ $ with $I ¨ ^{2} \equiv D (mod 4 N)$ . In this paper, we conside…

math.NT2026

Rankin-Cohen Bracket for Vector-Valued Modular Forms

Youngmin Lee, Subong Lim, Wissam Raji

In this paper, we explore the relationship between Rankin-Cohen brackets for vector-valued modular forms and Petersson's inner products, deriving an explicit description of the adj…