
doi: 10.2307/2372155 , 10.2307/2372235
Un anneau primitif localement compact non discret de caractéristique 0 est une algèbre de dimension finie sur son centre. Même conclusion pour un anneau simple localement compact et non discret possédant des idéaux minimaux. Un théorème de l'A. sur les anneaux semi-simples localement compacts bornés est géneralisé. Part II, voir Am. J. Math. 73, 20--24 (1951; Zbl 0045.16102).
locally compact rings, lattices, rings, fields, Topological and ordered rings and modules
locally compact rings, lattices, rings, fields, Topological and ordered rings and modules
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