A uniqueness theorem related multiple values for holomorphic curves on annuli sharing hypersurfaces in subgeneral position

Key Points

• The aim is to establish a uniqueness theorem for holomorphic curves on annuli that share multiple hypersurfaces.
• Analyzing holomorphic curves mapped from annuli to complex projective spaces
• Investigating conditions under which curves share hypersurfaces in subgeneral position
• Applying earlier findings from Y. Aihara and others on uniqueness theorems
• A uniqueness theorem is provided for algebraically non-degenerate holomorphic curves on annuli.
• The theorem applies specifically to cases where multiple hypersurfaces are shared.