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Fixed point approach to the stability of the gamma functional equation
- Authors
- Jung, S.-M.
- Issue Date
- Dec-2012
- Publisher
- Springer International Publishing
- Keywords
- Fix points; Gamma functional equation; Stability
- Citation
- Springer Optimization and Its Applications, v.68, pp.353 - 361
- Journal Title
- Springer Optimization and Its Applications
- Volume
- 68
- Start Page
- 353
- End Page
- 361
- ISSN
- 1931-6828
- Abstract
- The gamma function appears occasionally in the physical problems and applications. Especially, the gamma function is useful to develop other functions which have physical applications. It is well known that the gamma function satisfies the following functional equation f (x + 1) = xf (x), and hence it is called the gamma functional equation. We will apply the fixed point method for proving the Hyers-Ulam-Rassias stability of the gamma functional equation. © Springer Science+Business Media, LLC 2012.
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