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- 關(guān)于冪零Lie環(huán)的中心列The central series of a nilpotent Lie ring
- 冪零Lie環(huán)Nilpotent Lie ring
- 關(guān)于冪零群一個(gè)定理的推廣A generalization about a theorem of the Nilpotent Group
- Kac-Moody Lie環(huán)的Cartan子環(huán)The Cartan Subring of Kac-Moody Lie Ring
- 二步冪零Lie群上sub-Laplace算子的譜On Spectrum of the sub Laplacian on Two Step Nilpotent Lie Group
- 抓住這段繩子，用它的上端繞過(guò)手臂上環(huán)的中心打一個(gè)結。Taking the length of cord, knot the top end around the centre of the arm loop
- 此外,應用這一等式,十分簡(jiǎn)潔地證明了關(guān)于伴隨矩陣的若干性質(zhì). 尤其是關(guān)于冪等和冪零陣的伴隨陣的性質(zhì)證明.By means of the equality it is simpler to prove some properties of the adjoint matrix,especially for the idempotent and nilpotent matrices.
- Lie環(huán)Lie ring
- 素環(huán)上微商變換Lie環(huán)之開(kāi)拓The Extension of Lie Ring of all the Derivations on a Prime Ring
- 關(guān)于冪等元半環(huán)簇的一個(gè)簇On A Subvariety of An Idempotent Semiring
- 環(huán)的中心冪等元與Boolean代數的表示Central idempotent elements of and the representation of Boolean algebras
- 根據參數生成數值柵格要素,它具有指定的范圍大小和數值,并輸入轉換流程。NumericRasterCreator Creates a feature with a raster of the specified size with a numeric value using the parameters supplied, and sends it into the workspace for processing.
- 證明了當群關(guān)于可遷且為阿貝爾群或冪零群時(shí),每個(gè)非圖包含兩個(gè)不相交的最大線(xiàn)獨立集.In this paper, the following results are proved: Let L be transitive on E(G) and abelian or nilpotent, then no nK_2 graph G has disjoint maximal line-independent Sets.
- 關(guān)于在國際法庭等待審判或上訴或其他方面經(jīng)法庭授權拘留的人員的拘留規則;Detention Rules governing the Detention of Persons Awaiting Trial or Appeal before the Tribunal or Otherwise Detained on the Authority of the Tribunal;
- 環(huán)的最小無(wú)冪零元根的構造The Construction of Least Radical Without Nilpotent Element of Ring
- 證明了特征零代數閉域上的具有交換冪零根基的完備Lie代數的Fratini子代數為零。It is proved that the Frattini subalgebra of a complete Lie algebra with abelian nilpotent radical is the zero subalgebra.
- 冪零元在中心內的結合環(huán)交換性Commutable of Associative Ring with Nil-element in Its Center
- 設 R 為環(huán),B(R)為 R 的 Baer 根,N 為 R 的全體冪零元構成的集合。Let R be a ring,B(R) be a Baer radicial of R,N be the set of all nilpotent elements of R.
- 關(guān)于無(wú)零因子環(huán)的冪自同態(tài)On the Power Endomorphisms of Rings without zero divisor
