零化子 meaning in Chinese
annulator
annullator annihilator
Examples
- On noncommutative hopf - galois extensions
一致局部上同调零化子和多项式扩张 - 3 ) if r is a left sf - ring whose every special left annihilator is w - ideal , then r is a strongly regular ring
3 )如果r是左sf -环且r的每个特殊左零化子是w -理想，则r是强正则环。 - 2 ) let r is a semiprime ring , if r is a left sf - ring whose every special right annihilator is w - ideal , then r is a strongly regular ring
2 )设r是半素环，如果r是左sf -环且r的每个特殊右零化子是w -理想，则r是强正则环。 - In chapter 1 , we introduce some terminology and notation , and summarize the back - ground and the main contents of this paper . in chapter 2 . we discuss the order homomorphisms and preannihilators of reflexive modules over reflexive operator algebras
设a是hilbert空间h上的自反算子代数， u是任一自反a -模，用u _表示u在迹类算子空间t ( h )中的预零化子。 - In the fourth chapter , we study the strong regularity of left sf - rings whose every nonzero one - sided ideal contains nonzero weak ideal and every special annihilator is weak ideal , and we prove the following results : l ) strong left ( right ) weakly bounded left sf - rings are strongly regular rings
第四章，主要研究每个非零的单边理想包含非零的弱理想的左sf -环以及每个特殊零化子是弱理想的左sf -环的强正则性。证明了： 1 )强左(右)弱有界的左sf -环是强正则环。