Articles (6)

• Modular forms vanishing at the reducible points of the Siegel upper-half space [63]
• Ryuji Sasaki
• J. Reine Angew. Math.
• Volume: 345
• Year: 1983
• Pages: 111-121
• MR number: 0717889
• Categorized under:
  • Root->Geometry [12]->Other geometric topics [16]
• Some remarks on the moduli space of principally polarized abelian varieties with level $(2,4)$-structure [817]
• Ryuji Sasaki
• Compositio Math.
• Volume: 85
• Year: 1993
• Pages: 87-97
• MR number: 1199205
• Categorized under:
  • Root->Geometry [12]->Papers to be classified (Geometry) [108]
• Theta functions and modular forms [277]
• Ryuji Sasaki
• Surikaisekikenkyusho Kokyuroku
• Volume: 886
• Year: 1994
• Pages: 76-80
• MR number: 1335010
• Categorized under:
  • Root->Geometry [12]->Compactifications, diff. forms, and (co)homology [13]
  • Root->Siegel modular forms [54]->Examples of Siegel modular forms [58]->Examples for the Igusa subgroup [73]
  • Root->Siegel modular forms [54]->Theta series and functions [83]->Theta functions and Thetanullwerte [88]
• An arithmetic of modular function fields of degree two [819]
• Ryuji Sasaki
• Acta Math. Inform. Univ. Ostraviensis
• Volume: 7
• Year: 1999
• Pages: 79-105
• MR number: 1724136
• Categorized under:
  • Root->Geometry [12]->Papers to be classified (Geometry) [108]
• Moduli space of hyperelliptic curves of genus two with level $(2,4)$ structure and the special orthogonal group of degree three [818]
• Ryuji Sasaki
• Kyushu J. Math.
• Volume: 53
• Year: 1999
• Pages: 333-361
• MR number: 1713106
• Categorized under:
  • Root->Geometry [12]->Papers to be classified (Geometry) [108]
• Derivative formulas for Hermitian theta functions of degree two [820]
• Ryuji Sasaki
• Japan. J. Math. (N.S.)
• Volume: 27
• Year: 2001
• Pages: 1-49
• MR number: 1848139
• Categorized under:
  • Root->Other groups [132]->Hermitian modular forms [131]