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- 三重Jordan高階導子Jordan triple higher derivations
- 三重Jordan映射Jordan triple maps
- 高階導算子為厄米特算子的幾個(gè)充要條件SOME NECESSARY AND SUFFICIENT CONDITIONS ON THE DERIVATION IS HERMITIAN OPERATOR
- Jordan高階導子Jordan higher derivations
- 超高階導模Ultrahigh-order modes
- N階導抗函數的OTA-C電路的實(shí)現Implementation of N Stair Immittance Function in OTA-C Circuit
- 代數的特殊高階導子群的伴隨同態(tài)THE ADJOINT HOMOMORPHISMS OF SPECIAL HIGHER DERIVATION GROUPS
- +(2一s)In入。 +l(iv)考察如(11)所述的分形函數，我們考慮它的:階weyx一Marehaud分數階導函數州約，獲得:定理0.6設。ThenTheorem 0.6 Let 0 < v < a < 1, then for > 0, we have dimH (p, I) dimK (p, I) = dimP (p, I) = dimB (p, I) = 2 - + v.
- 子Hom-結合代數Sub-Hom-associative algebra
