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QUASI IDEALS IN TERNARY PARTIAL SEMIRINGS
Advances in Mathematics: Scientific Journal, 2020openaire +1 more source
Minimal quasi-ideals of some matrix rings
Let R be a ring. An additive subgroup Q of a ring R is said to be a quasi-ideal of R if RQ intersection QR Q. For a R, let (a)q denote the quasi-ideal of R generated by a. A quasi-ideal Q of R is said to be minimal if Q is not equal to {0} and Q does not properly contain any nonzero quasi-ideal of R. Therefore if Q is a minimal quasi-ideal of R, then Qopenaire +1 more source
Quasi-Normal Modes of Stars and Black Holes
Living Reviews in Relativity, 1999Kostas D Kokkotas
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Generalized fuzzy h-bi-ideals and h-quasi-ideals of hemirings
Information Sciences, 2009Jianming Zhan
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Smoothed MHD equations for numerical simulations of ideal quasi-neutral gas dynamic flows
Computer Physics Communications, 2015Tatiana G Elizarova
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Sets of ideal convergence of sequences of quasi-continuous functions
Journal of Mathematical Analysis and Applications, 2015Tomasz Natkaniec
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On 2-Absorbing Quasi-Primary Ideals in Commutative Rings
Communications in Mathematics and Statistics, 2015Ünsal Tekir, Suat Koç
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