【摘要】 设G是三维实李代数so（3）的复化李代数,A=C[T₁^±1,t₂^±2]为复数域上的多项式环.设L（t₁,t₂,1）=G（?）_cA,d₁,d₂为L（t₁,t₂,1）的度导子.最近我们研究了李代数L（t₁,t₂,1）的自同构群结构.研究扭的Multi-loop代数L（t₁,t₂,1）（?）（Cd₁（?）Cd₂）的导子以及triple导子结构.更多还原

【Abstract】 Let G be the complexification of the real Lie algebra so（3）and A=C[t₁^±1,t₂^±1]be the Laurent polynomial algebra with commuting variables.Let L（t₁,t₂,1）=G（?）c A,d₁,d₂ be degree derivations of its.Recently we have studied the automorphism group of the Lie algebra L（t₁,t₂,1）.In the present paper we study derivation and triple derivation of the twisted multi-loop Lie algebra L（t₁,t₂,1）（?）（Cd₁（?）Cd₂）.更多还原