A Regularized xp Hamiltonian and Error Control for the Riemann Zeros

Key Points

• The aim is to explore a regularized xp Hamiltonian framework to control errors associated with Riemann zeros.
• Developed a regularized Hamiltonian model
• Implemented error control strategies
• Analyzed implications for Riemann zeros
• Demonstrated effective error control in calculations
• Highlighted stability improvements in the Hamiltonian framework