Hyperelliptic Shimura curves and L-functions of central vanishing order at least 3

Key Points

• Triple product L-functions were derived from hyperelliptic shimura curves, indicating a significant theoretical advancement.
• The central vanishing order for these functions was determined to be at least 3, providing new dimensions to existing theories.
• This research utilizes advanced algebraic geometry concepts and methods to explore complex functions.
• Findings highlight potential applications in number theory and the study of modular forms.