| 1. | Lipschitz - operator algebras on non - compact metric space
空间上算子代数的超自反性 |
| 2. | Structure of ideals of operator algebras on pontrjagin space
空间上算子代数理想的结构 |
| 3. | The derivation algebra of meta - heisenberg lie algebra
代数的导子代数 |
| 4. | Derivation algebra of quasi q5 - filiform lie algebra
李代数的导子代数 |
| 5. | Fuzzy commutative ideals in bck - algebras
代数的模糊超子代数 |
| 6. | Subalgebras and generalized tautologies of many - valued logic systems
多值逻辑系统中的子代数与广义重言式 |
| 7. | Mappings of subalgebras of af c - algebras which preserve idempotents , and local derivations
代数中的子代数上的保幂等映射和局部导子 |
| 8. | Then gs = ad ( s + t ) dimgs = ( m + n - 1 ) ( 8 ) let gw be the derivation algebra of lie superalgebra on f and charf = 3
Cbarf = 3则的维数为( 8 )设g _是f上的李超代数w的导子代数 |
| 9. | In this note we describe explicitly the subalgebras of nilpotent matrices and obtain some interesting results
摘要本文较详细地描述了幂零矩阵子代数，并且获得了一些有趣的结果。 |
| 10. | Then h is generated by b . ( 6 ) derfh = adh ( h + fh ) ( addi ) 3vi 1 ) , ( 7 ) let gs be the derivation algebra of lie superalgebra 5 on f and charf = 3
( 5 )设，则h由集合b生成( 6 )其中h型模李超代数的导子代数的维数为( 7 )设g _ s是f上的李超代数s的导子代数 |
