TY - JOUR ID - 1335 TI - Cartesian closed subcategories of topological fuzzes JO - Algebraic Structures and Their Applications JA - AS LA - en SN - 2382-9761 AU - Akbarpour, Mahboobeh AU - Mirhosseinkhani, Ghasem AD - Department of Mathematics, University of Hormozgan, Bandarabbas, Iran AD - Department of mathematics and Computer Sciences, Sirjan University of Technology, Sirjan, Iran. Y1 - 2019 PY - 2019 VL - 6 IS - 1 SP - 23 EP - 33 KW - Topological fuzz KW - Exponentiable object KW - Cartesian closed category DO - 10.22034/as.2019.1335 N2 - A category $\mathbf{C}$ is called Cartesian closed  provided that it has finite products and for each$\mathbf{C}$-object $A$ the functor $(A\times -): A\ra A$ has a right adjoint. It is well known that the category $\mathbf{TopFuzz}$  of all topological fuzzes is both complete  and cocomplete, but it is not Cartesian closed. In this paper, we introduce some Cartesian closed subcategories of this category. UR - https://as.yazd.ac.ir/article_1335.html L1 - https://as.yazd.ac.ir/article_1335_018fbb58821a70951c125fb1a128bb8d.pdf ER -