We introduce a generic type system for Featherweight Java (FJ) that is parametrized with a monad-like structure, and prove a uniform soundness theorem. Its instances include some region type systems studied by Martin Hofmann et al. as well as a new one that performs more precise analysis of trace-based properties. Their soundness is guaranteed by the uniform theorem. We only need to verify some natural conditions. Instead of refining the FJ type system as in the previous work, our region type system is separate from the FJ type system, making it simpler and also easier to move to larger fragments of Java. Moreover, the uniform framework helps to avoid redundant work on the meta-theory when extending the system to cover other language features such as exception handling.