Abstract
We consider some special generalized functional identities on a prime ring $% R $, such that the existence of nonstandard solutions of these identities yields a more refined conclusion than just that $R$ satisfies a generalized polynomial identity.
Citation
Daniel Eremita. "ON SOME SPECIAL GENERALIZED FUNCTIONAL IDENTITIES." Taiwanese J. Math. 8 (2) 191 - 202, 2004. https://doi.org/10.11650/twjm/1500407621
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