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The aim of this paper is to study the stability problem
for the pexider type trigonometric functional equation f(x + y) ¡ f(x¡y) = 2g(x)h(y), which is related to the d'Alembert, the Wilson,
the sine, and the mixed trigonometric functional equations.
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참고문헌 (12)
참고문헌 신청
D. G. Bourgin / 1949 / Approximately isometric and multiplicative transformations on continuous function rings / Duke Math. J 16 : 385 ~ 397
G. H. Kim / / Boundedness of approximate trigonometric functions / Appl. Math. Letters
G. H. Kim / / On the Stability of the generalized sine functional equations / Acta Sinica
G. H. Kim / 2007 / A Stability of the generalized sine functional equations / Jour. Math. Anal & Appl 331 : 886 ~ 894
G. H. Kim / 2007 / The Stability of the d'Alembert and Jensen type functional equa-tions / Jour. Math. Anal & Appl 325 : 237 ~ 248
G. H. Kim / / Boundedness of approximate trigonometric functions / Appl. Math. Letters
G. H. Kim / / On the Stability of the generalized sine functional equations / Acta Sinica
G. H. Kim / 2007 / A Stability of the generalized sine functional equations / Jour. Math. Anal & Appl 331 : 886 ~ 894
G. H. Kim / 2007 / The Stability of the d'Alembert and Jensen type functional equa-tions / Jour. Math. Anal & Appl 325 : 237 ~ 248
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