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oai:recercat.cat:2072/3914972026-04-03T22:58:53Zcom_2072_98col_2072_378192

00925njm 22002777a 4500 dc Carmona Domènech, Joan Josep author Cufí Sobregrau, Julià author 1992 In this paper we prove a general result for the ring H(U) of the analytic functions on an open set U in the complex plane which implies that H(U) has not unit-1-stable rank and that has some other interesting consequences. We prove also that in H(U) there is no totally reducible elements different from the zero function. On the unit-1-stable rank of rings of analytic functions