Multipliers on the Hardy and Bergman spaces associated with a class of generalized analytic functions

Key Points

• Multiplier theorems establish new relationships in Hardy spaces, enhancing understanding of function behaviors.
• Analysis shows several inequalities on coefficients in Bergman spaces, specifically where 2λ/(2λ+1)<p<∞.
• Research focuses on lambda-analytic functions within the unit disk, presenting essential findings for mathematical analysis.
• The implications suggest potential applications in complex function theory and related mathematical fields.