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There have been several recent studies concerning the stability of fuzzy control systems and the synthesis of stabilizing fuzzy controllers.
Among those was the question concerning the stability of homomorphisms.
One of those was the question concerning the stability of homomorphisms.
In 1978, Rassias proved the following theorem concerning the stability of functional equations.
The following theorem is an alternative stability result concerning the stability of functional equation (4).
As applications, one has the following corollaries concerning the stability of (1.6).
Among these was the following question concerning the stability of homomorphisms.
(24) We can prove the following result concerning the stability of scheme (23).
In 1941, the first result concerning the stability of functional equations was presented by Hyers [2].
The question concerning the stability of group homomorphisms was posed by Ulam [1].
This question concerning the stability of group homomorphisms was posed by Ulam [1].
More suggestions(16)
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