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Riemann hypothesis for period polynomials for cusp forms on Γ<sub>0</sub>(N)
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We prove that for even integer k, almost all of zeros of the period polynomial associated to a cusp form of weight k on Gamma(0)(N) are on the circle |z| = 1/root N under some conditions.
키워드
Cusp form; period polynomial; Riemann hypothesis; zero
- 제목
- Riemann hypothesis for period polynomials for cusp forms on Γ<sub>0</sub>(N)
- 저자
- Choi, SoYoung
- 발행일
- 2024-09
- 유형
- Article
- 권
- 20
- 호
- 08
- 페이지
- 1 ~ 17