论文标题
复杂的直觉模糊括号产品
Complex Intuitionistic fuzzy bracket product
论文作者
论文摘要
一个复杂的直觉模糊谎言superalgebra是直觉模糊的概括超级代数的概括，其成员函数在复杂平面中占据了单位磁盘的值。在[4]中，我们介绍并研究了复杂的直觉模糊谎言的概念，谎言属于亚peralgebras和复杂的直觉模糊理想。 Moreover, we also, in [4], defined the image and preimage of complex intuitionistic fuzzy Lie sub-superalgebra under Lie superalgebra anti-homomorphism, and he investigated the properties of anti-complex intuitionistic fuzzy Lie sub-superalgebras and anti-complex intuitionistic fuzzy ideals under anti-homomorphisms of Lie超级甲虫。在这项研究中，我们使用复杂的直觉模糊谎言谎言的概念来介绍复杂的直觉模糊括号产品。最后，我们使用在超级级别的反同性恋下的图像的定义和复杂直觉模糊理想的预先形象，研究图像的特征和复杂直觉模糊括号的图像的特征，并在lie superalgebra antalgebra antalgebra antalgebra抗抗强度下研究。
A complex intuitionistic fuzzy Lie superalgebra is a generalization of intuitionistic fuzzy Lie super-algebra whose membership function takes values in the unit disk in the complex plane. In [4], we introduced and studied the concepts of complex intuitionistic fuzzy Lie sub-superalgebras and complex intuitionistic fuzzy ideals of Lie superalgebras. Moreover, we also, in [4], defined the image and preimage of complex intuitionistic fuzzy Lie sub-superalgebra under Lie superalgebra anti-homomorphism, and he investigated the properties of anti-complex intuitionistic fuzzy Lie sub-superalgebras and anti-complex intuitionistic fuzzy ideals under anti-homomorphisms of Lie superalgebras. In this research, we use the concepts of complex intuitionistic fuzzy Lie superalgebras to introduce the complex intuitionistic fuzzy bracket products. Finally, we use the definitions of the image and preimage of complex intuitionistic fuzzy ideals under Lie superalgebra anti-homomorphisms, to study the characterizations of the image and preimage of the complex intuitionistic fuzzy bracket products under Lie superalgebra anti-homomorphisms.
