Four classes of LCD codes from (*)-(L,P)-twisted generalized Reed-Solomon codes

It’s well-known that maximum distance separable codes (in short, MDS) and linear complementary dual (in short, LCD) codes are very important in coding theory and practice. In 2023, Yue et al. [25] constructed three classes of LCD MDS codes via ()-TGRS codes. Recently, Wu et al. [27] generalized the results given by Yue et al. and constructed several classes of LCD MDS codes. In this paper, we unify their constructions by defining the ()-(L,P)-twisted generalized Reed-Solomon (in short, ()-(L,P)-TGRS) code, give the parity-check matrix of ()-(L,P)-TGRS codes, and then construct four classes of LCD codes. Finally, some corresponding examples are given.