Bull. Korean Math. Soc. 1999; 36(4): 693-699
Printed December 1, 1999
Copyright © The Korean Mathematical Society.
Keivan Mohajer and Siamak Yassemi
University of Tehran, University of Tehran
It is a well--known result that a commutative ring $R$ is von Neumann regular if and only if for any maximal ideal $\mathfrak m$ of $R$ the $R$--module $R/\mathfrak m$ is flat. In this note we bring a generalization of this result for modules.
Keywords: von Neumann regular, flat module
MSC numbers: 16E50; 16D60
2020; 57(4): 973-990
2010; 47(4): 693-699
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