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A general uniqueness theorem concerning the stability of additive and quadratic functional equations
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نویسنده
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lee y.-h. ,jung s.-m.
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منبع
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journal of function spaces - 2015 - دوره : 2015 - شماره : 0
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چکیده
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We prove a general uniqueness theorem that can be easily applied to the (generalized) hyers-ulam stability of the cauchy additive functional equation,the quadratic functional equation,and the quadratic-additive type functional equations. this uniqueness theorem can replace the repeated proofs for uniqueness of the relevant solutions of given equations while we investigate the stability of functional equations. © 2015 yang-hi lee and soon-mo jung.
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آدرس
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department of mathematics education,gongju national university of education, South Korea, mathematics section,college of science and technology,hongik university, South Korea
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Authors
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