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Approximation of derivations and the superstability in random Banach a??-algebras

机译:随机Banach a ??-代数的导数逼近和超稳定性

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摘要

We prove that approximations of derivations on random Banach a??-algebras are exactly derivations by using a fixed point method. Furthermore, we show that approximations of quadratic a??-derivations on random Banach a??-algebras are exactly quadratic a??-derivations. We, moreover, prove that approximations of derivations on random (C^{*})-ternary algebras are exactly derivations by using a fixed point method.
机译:我们证明,通过使用不动点法,随机Banachaβ代数上的导数近似是精确的导数。此外,我们表明随机Banachaα-代数上的二次aα-导数的近似值恰好是二次aα-导数。此外,我们使用定点方法证明了随机(C ^ {*} )-三元代数上的导数近似为精确导数。

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