A_q的z_2级直觉l -模糊q-变形量子子空间

Marzieh Mostafavi
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引用次数: 0

摘要

本文假设⟨L,≤>是一个具有几个特定条件的格集,定义了直觉L-fuzzy子代数、直觉L-fuzzy子代数和直觉L-fuzzy左(右)共理想,研究了直觉L-fuzzy子代数在共代数同态下的性质。讨论了直觉l -模糊子代数的对偶性和直觉l -模糊子代数的对偶性。研究了直觉L-fuzzy子代数和直觉L-fuzzy Hoph子代数。建立了k_q[x, y]的直觉l -模糊量子子集,并引入了A_q的z2阶直觉l -模糊q-变形量子子空间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Z_2-graded intuitionistic L-fuzzy q-deformed quantum subspaces of A_q
In this paper, assuming that ⟨L, ≤〉 is a lattice set with a few specific conditions, intuitionistic L-fuzzy subalgebras, intuitionistic L-fuzzy subcoalgebras and intuitionistic L-fuzzy left (right) coideals are defined and the properties of intuitionistic L-fuzzy subcoalgebras under homomorphisms of coalgebras are investigated. Duality of intuitionistic L-fuzzy subalgebras and duality of intuitionistic L-fuzzy subcoalgebras are also discussed. Intuitionistic L-fuzzy subbialgebras as well as intuitionistic L-fuzzy Hoph subalgebras are studied. Intuitionistic L-fuzzy quantum subsets of k_q[x, y] are established and also Z2-graded intuitionistic L-fuzzy q-deformed quantum subspaces of A_q are introduced.
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