Primary-like and weakly primary-like submodules are two new generalizations of primary ideals from rings to modules. In fact, the class of primary-like submodules of a module lie between primary submodules and weakly primary-like submodules properly. In this note, we show that these three classes coincide when their elements are submodules of a multiplication module and satisfy the primeful property.
Fazaeli Moghimi, H., Rashedi, F., & Samiei, M. (2014). A note on primary-like submodules of multiplication modules. Journal of Algebra and Related Topics, 2(2), 37-41.
MLA
H. Fazaeli Moghimi; F. Rashedi; M. Samiei. "A note on primary-like submodules of multiplication modules". Journal of Algebra and Related Topics, 2, 2, 2014, 37-41.
HARVARD
Fazaeli Moghimi, H., Rashedi, F., Samiei, M. (2014). 'A note on primary-like submodules of multiplication modules', Journal of Algebra and Related Topics, 2(2), pp. 37-41.
VANCOUVER
Fazaeli Moghimi, H., Rashedi, F., Samiei, M. A note on primary-like submodules of multiplication modules. Journal of Algebra and Related Topics, 2014; 2(2): 37-41.
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