In the second chapter, we study the regularity of SF-rings whose every maximal essential one-sided ideal is generalized weak ideal.
第二章,主要研究极大本质单边理想是广义弱理想的SF -环的正则性。
A class of solvable 3-lie algebras with a 5-dimensional maximal hypo-nilpotent ideal, which is a 5-dimensional simplest filiform 3-lie algebra, is constructed.
构造了一类以5维最简线状3 -李代数为极大次幂零理想的可解3 -李代数,并且对构造的3 -李代数进行了分类。
We study the regularity of right SF-rings whose every maximal right ideal is a quasi-ideal. Some new characterizations on the regularity of right SF-rings are obtained, which generalize some results.
研究了每一个极大的右理想是拟理想的右SF -环的正则性,得到了右SF -环是正则环的一些新的刻画,推广了一些已知的结论。
We study the regularity of right SF-rings whose every maximal right ideal is a quasi-ideal. Some new characterizations on the regularity of right SF-rings are obtained, which generalize some results.
研究了每一个极大的右理想是拟理想的右SF -环的正则性,得到了右SF -环是正则环的一些新的刻画,推广了一些已知的结论。
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