摘要：Let be the set of positive real numbers, a Banach space, and , with . We prove the Hyers-Ulam stability of the Jensen type logarithmic functional inequality in restricted domains of the form for fixed with or and . As consequences of the results we obtain asymptotic behaviors of the inequality as .
关键词：Banach Space ; Asymptotic Behavior ; Functional Equation ; Rational Number ; Unique Function
