New estimates of numerical radius inequalities for Hilbert space operators

Key Points

• The central aim is to explore and establish new inequalities for numerical radius related to bounded linear operators.
• Develop new inequalities leveraging the diameter of the numerical range.
• Refine previously established results in the field of operator theory.
• New inequalities for numerical radius are introduced, enhancing past findings.
• Improvements provide a more precise understanding of the relationships between operators.