Functional dependancies provide a semantic information over data from a table to exhibit correlation links. In this thesis, we deal with the dependancy discovery problem by proposing a unified context to extract any type of functional dependencies (key dependencies, conditional functional dependencies, with an exact or an approximate validity). Our algorithm, ParaCoDe, runs in parallel on candidates there by reducing the global time of computations. Hence, it is very competitive comparated to sequential appoaches known today. Satisfied dependencies on a table are used to solve the problem of partial materiali-zation of data cube. We present a characterization of the optimal solution in which the cost of each query is bounded by a before hand fixed performance threshold and its size is minimal. This specification of the solution gives a unique framework to describe and formally compare summarization techniques of data cubes.
