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A note on the gelfand-mazur theorem
S.J. Bhatt, D.J. Karia, , M.E. Shimpi
Published in American Mathematical Society
1998
Volume: 126
   
Issue: 10
Pages: 2999 - 3005
Abstract
Three Gelfand-Mazur type theorems are proved. One of these provides a C*-property analogue of Zalar's recent generalizations of the EroelichIngelstam-Smiley Theorems concerning unital multiplication in Hilbert spaces; the second illustrates that the assumption in Kaplansky's version of the Gelfand-Mazur Theorem can be weakened in the presence of a C*-norm; whereas the third provides a real analogue of a result due to Srinivasan. © 1998 American Mathematical Society.
About the journal
JournalProceedings of the American Mathematical Society
PublisherAmerican Mathematical Society
ISSN00029939