论文标题
关于复杂的直觉模糊谎言属于子植物
On Complex Intuitionistic Fuzzy Lie Sub-superalgebras
论文作者
论文摘要
一个复杂的直觉模糊谎言超级级别是对直觉模糊的概括superalgebra的概括，其成员函数在复杂平面中占据了单位磁盘中的值。在这项研究中，引入了复杂的直觉模糊集的概念，以撒谎。我们定义了复杂的直觉模糊，属于超级级别的supergebras和复杂的直觉模糊理想。然后，我们研究了复杂直觉模糊的某些相关特性，属于亚i骨和复杂的直觉模糊理想。最后，我们定义了在超级ala抗塑态下，定义了复杂直觉模糊的图像和预示。研究了反杂音直觉模糊的特性，在抗兼型的超级肌形下，在超级层状下，抗复杂性直觉的模糊理想。
A complex intuitionistic fuzzy Lie superalgebra is a generalization of intuitionistic fuzzy Lie superalgebra whose membership function takes values in the unit disk in the complex plane. In this research, the concepts of complex intuitionistic fuzzy sets are introduced to Lie superalgebras. We define the complex intuitionistic fuzzy Lie sub superalgebras and complex intuitionistic fuzzy ideals of Lie superalgebras. Then, we study some related properties of complex intuitionistic fuzzy Lie sub-superalgebras and complex intuitionistic fuzzy ideals. Finally, we define the image and preimage of complex intuitionistic fuzzy Lie sub-superalgebra under Lie superalgebra anti-homomorphism. The properties of anti-complex intuitionistic fuzzy Lie sub-superalgebras and anti-complex intuitionistic fuzzy ideals under anti-homomorphisms of Lie superalgebras are investigated.
