I believe that there is someone who can answer my question on a platform like Mathoverflow, which has many experienced mathematicians. As you know, there is usually a hierarchy between mathematical texts. For example Dummit algebra <Lang algebra <Jacabson's basic algebra I-II <......... In this hierarchical chain, after Jacabson's Basic Algebra I-II, I would like to ask if there are any books, monographs, notes or comprehensive reference works in general algebra or in the following sub-branches of algebra that you can recommend for further material (examples of reference works are the 7000 page stack project in algebraic geometry or Jacob Lurie's 2000 page Kerodon project in homotopy theory).
By sub-branches of algebra I mean Linear algebra , Lie theory ,Group theory , Representation theory ,Ring theory, Commutative algebra ,Field theory , Homological algebra ,Module theory , Category theory Galois theory