@article{M.Anandhkumar_G.Punithavalli_T.Soupramanien_Said Broumi_2023, title={Generalized Symmetric Neutrosophic Fuzzy Matrices}, volume={57}, url={https://fs.unm.edu/nss8/index.php/111/article/view/3507}, abstractNote={We develop the concept of range symmetric Neutrosophic Fuzzy Matrix and Kernel symmetric Neutrosophic Fuzzy Matrix analogous to that of an EP â€“matrix in the complex field. First we present equivalent characterizations of a range symmetric matrix and then derive equivalent conditions for a Neutrosophic Fuzzy Matrix to be kernel symmetric matrix and study the relation between range symmetric and kernel symmetric Neutrosophic Fuzzy Matrices. The idea of Kernel and k-Kernel Symmetric (k-KS) Neutrosophic Fuzzy Matrices (NFM) are introduced with an example. We present some basic results of kernel symmetric matrices. We show that k-symmetric implies k-Kernel symmetric but the converse need not be true. The equivalent relations between kernel symmetric, k-kernel symmetric and Moore-Penrose inverse of NFM are explained with numerical results.}, journal={Neutrosophic Sets and Systems}, author={M.Anandhkumar and G.Punithavalli and T.Soupramanien and Said Broumi}, year={2023}, month={Dec.}, pages={114–127} }