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Paper
IPM / M / 8439 |
School of Mathematics
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Title: |
Generalized hyers-ulam stability of mappings on normed Lie triple systems
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Author(s): |
M. Sal Moslehian (Joint with T. M. Rassias)
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Status: |
Published
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Journal: |
Math. Ineq. Appl.
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Vol.: |
11
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Year: |
2008
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Pages: |
371-380
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Supported by: |
IPM
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Abstract: |
We prove the generalized Hyers-Ulam stability of mappings on
normed spaces for the Pexiderized Cauchy-Jensen additive mapping
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f( |
x+y
2
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+z)+g( |
x−y
2
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−z)=h(x). |
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Then we apply the results for investigating the
stability of homomorphisms and derivations on normed Lie triple
systems.
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