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- W2964129344 abstract "In this paper, we prove the superstability and the generalized Hyers-Ulam stability of Jordan *-homomorphisms between unital <TEX>$C^*$</TEX>-algebras associated with the following functional equation<TEX>$$f(frac{-x+y}{3})+f(frac{x-3z}{c})+f(frac{3x-y+3z}{3})=f(x)$$</TEX>. Morever, we investigate Jordan *-homomorphisms between unital <TEX>$C^*$</TEX>-algebras associated with the following functional inequality <TEX>$${parallel}f(frac{-x+y}{3})+f(frac{x-3z}{3})+f(frac{3x-y+3z}{3}){parallel}leq{parallel}f(x)parallel$$</TEX>." @default.
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- W2964129344 date "2012-01-31" @default.
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- W2964129344 title "JORDAN *-HOMOMORPHISMS BETWEEN UNITAL C*-ALGEBRAS" @default.
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