
applications of numerical analysis to the approximation of solutions of boundary value problems for ordinary differential equations or with partial derivatives;
applications of linear algebra and group representations to determine eigenvalues and eigenvectors for large matrices;
applications of probability theory and mathematical statistics to problems of hydrology, safety and risk for constructions, in the analysis of time series, statistical processing of data related to environmental protection, etc.;
mathematical modeling in engineering;
determining the potential applications to current construction design problems of well-defined fields in mathematics (dynamic systems, semigroups of operators, stochastic processes, fractals, etc.);
research and applications of computer science and operational research on specific engineering issues.