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초록
In this article, we discuss and survey the recent progress towards the Schottky problem, and make some comments on the relations between the Andre ' -Oort conjecture, Okounkov convex bodies, Coleman's conjecture, stable modular forms, Siegel-Jacobi spaces, stable Jacobi forms and the Schottky problem.
키워드
Theta function; Jacobian; Andre ' -Oort conjecture; Compactifications; ANDRE-OORT CONJECTURE; MODULI SPACE; KODAIRA DIMENSION; CANONICAL METRICS; THETA-FUNCTIONS; TOROIDAL COMPACTIFICATIONS; DIFFERENTIAL-OPERATORS; HARMONIC-ANALYSIS; QUOTIENT-SPACES; SIEGEL SPACE
- 제목
- Survey of the Arithmetic and Geometric Approach to the Schottky Problem
- 저자
- Yang, Jae-hyun
- 발행일
- 2023-12
- 유형
- Article
- 권
- 63
- 호
- 4
- 페이지
- 647 ~ 707