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On the solution of a bi-Jensen functional equation and its stability

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Abstract

In this paper, we obtain the general solution and thestability of the bi-Jensen functional equation4fx + y2;z + w2= f(x;z) + f(x;w) + f(y;z) + f(y;w):

참고문헌 (8)

  1. "Functional equations in several variables" (1989), Cambridge Univ. Press
  2. "A generalization of the Hyers-Ulam-Rassias stability of approximatelyadditive mappings", pp.436~ (1994)
  3. "On the stability of the linear functional equation", 27, pp.222~224 (1941)
  4. "Stability of a quadratic Jensen type functional equation", 9(1), pp.399~399 (2002)
  5. "On the stability of a quadratic Jensen type functional equation", 270(2), pp.590~601 (2002)
  6. "Stability of a generalized quadratic functional equation with Jensen type", 42(1), pp.57~73 (2005)
  7. "On the stability of the linear mappings in Banach spaces", pp.297~ (1978)
  8. "A Collection of Mathematical Problems" (1960), Interscience Publishers 1960. Interscience Publishers

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