An L-Point Characterization of Normality and Normalizer of an L-Subgroup of an L-Group

AbstractIn this paper, we study the notion of normal L-subgroup of an L-group and provide its characterization by an L-point. We also provide a construction of the normalizer of an L-subgroup of a given L-group by using L-points. Moreover, we also discuss the product, homomorphic images and homomorphic preimages of normalizers