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On the Stability of the Cosine Type Functional Equation

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Abstract

The aim of this paper is to study the superstability problem of thecosine type functional equation f(x + y) + f(x + σy) = 2 g(x)g(y).

참고문헌 (14)

  1. "On the stability of cosine functional equation", 15, pp.1~14 (1998)
  2. "On some trigonometric functional inequalities", pp.3~15 (2002)
  3. "The stability of the cosine equation", pp.411~416 (1980)
  4. "The stability of the equation f", pp.242~246 (1979)
  5. "Approximately isometric and multiplicative transformations on contin-uous function rings" (1949)
  6. "The stability of the sine equation", pp.631~634 (1983)
  7. "d?Alembert?s and Wilson?s equations on Lie groups", 67, pp.12~25 (2004)
  8. "On the stability of the generalized cosine functional equations", 1, pp.49~58 (2001)
  9. "The stability of the d?Alembert and Jensen type functional equations" (2006), In press
  10. "On the Stability of generalized d?Alembert andJensen functional equations" (2006), In press
  11. "Stability of d?Alembert and Jensen type functional equations", 9, pp.593~604 (2004)
  12. "Jensen?s functional equation on groups III", 62, pp.143~159 (2001)
  13. "Functional equations on semigroups", 59, pp.255~261 (2000)
  14. "On Jensen?s functional equation on groups", 66, pp.100~118 (2003)

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