This paper presents a pragma language to specify a polyhedral program transformation directly in the code and a verification algorithm able to check the correctness of the specified transformation. Our language is general enough to specify a loop tiling by an arbitrary polyhedral tile shape (e.g., hexagons, diamonds, trapezoids), and whose size may depend on a scaling parameter (monoparametric tiling). Our verification algorithm checks the legality of the proposed transformation, and provides counterexamples of unsatisfied dependences when it is incorrect. In addition, out tool infers the domain of scaling parameters where the tiling is not legal. We developed a tool suite implementing these concepts with a verification tool (MPPCHECK) and a code generation tool (MPPCODEGEN), that are available and may be downloaded together with a rich set of examples. We evaluate the performance of the verification and the code generation on kernels from the PolyBench suite.