Rectilinearization of semi-algebraic p-adic sets and Denef's rationality of Poincare series KU Leuven
In [R. Cluckers, Classification of semi-algebraic sets up to semi-algebraic bijection, J. Reine Angew. Math. 540 (2001) 105-114], it is shown that a p-adic semi-algebraic set can be partitioned in such a way that each part is semi-algebraically isomorphic to a Cartesian product Pi(l)(i=1) R-(k) where the sets R-(k) are very basic subsets of Q(p). It is suggested in [R. Cluckers, Classification of semi-algebraic sets up to semi-algebraic ...