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    1. algebraic algebra

      基本解釋代數的代數

      網絡釋義

      1)algebraic algebra,代數的代數2)algebraic,代數,代數的3)subalgebras of Lie algebras,Lie代數的子代數4)union algebra of BCK algebra,BCK-代數的并代數5)derirative algebra of Lie algebra,李代數的導代數6)algebraic lie algebra,代數的李代數

      用法和例句

      Of, relating to, or designating algebra.

      代數的代數的,關于代數的或表示代數的

      Lie algebra structure on Virasoro algebra

      Virasoro代數的Hom-李代數結構

      Classifications of A(?)-Algebras and Extension Algebras of AT-Algebras;

      A(?)-代數和AT-代數擴張代數的分類

      Exact Borel Subalgebras and Principal Subalgebras of Quasi-hereditary Algebras;

      擬遺傳代數的Exact Borel子代數與主子代數

      This paper introduces the branches and content of algebra, including general algebra, elementary algebra, advanced algebra and abstract algebra.

      介紹代數學的分支與內容,包括代數學、初等代數、高等代數、抽象代數。

      Derivation Algebras and Automorphism Groups of (?)(2, 1) as a Dialgebra and a Leinbiz Algebra

      (?)(2,1)作為對代數與Leibniz代數的導子代數與自同構群

      The Representations of Pointed Hopf Algebras;

      Pointed Hopf代數的表示

      Fuzzy Ideal of Hilbert Algebra;

      Hilbert代數的Fuzzy理想

      Steinberg Leibniz Algebras;

      Steinberg Leibniz代數的定義

      numerical solution of algebraic equation

      代數方程的數值解法

      a mathematician whose specialty is algebra.

      專業是代數學的數學家。

      The Generalized Vertex Algebras from Affine Lie Algebra with Short Roots;

      有短根的仿射李代數的廣義頂點代數

      Automorphisms of the Borel Subalgebras of Chevalley Algebras over Communicative Rings;

      交換環上Chevalley代數的Borel子代數的自同構

      The Change of Bases of Subalgebra U_(A )~+ for Quantum Algebra with Two Ranks;

      秩2型量子代數的子代數U_(A )~+的基變換

      Hochschild Homology of Some Algebras and Deformation Theory of Split Algebras;

      一類代數的Hochschild同調和分裂代數的形變

      The simplification of BR_0-algebra and relationship between it and FI-algebra;

      BR_0-代數的簡化及FI-代數的關系

      The Properties of Subinvariant n-Lie Algebras;

      n-Lie代數的次不變子代數的性質

      About the Center of Some Types of Sub algebra of Full Matrix Algebra;

      關于全矩陣代數的幾類子代數的中心

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