Lecture content: • Gaus-Markov model (basic hypotheses, parameter estimation, global model test). • Geodetic datum and invariant functions (zero-variance calculation base, minimum track, partial minimum track). • Datum transformations in deformation analysis. • General linear hypotheses (test statistics, level of significance, test power, linear hypothesis in the Gaus-Markov model). • Identification of outliers. • Models of defomination analysis (models of congruence, kinematic models, static models, dynamic models). • An analysis of the displacement between the two measuring epochs on a practical example of an engineering object. • An analysis of the displacement of multi-epoch analysis. • Application of commercial and open source software in the deformation analysis of engineering objects. • Content of exercises: Practical application, in lectures, presented concepts. Realization of field data collection on the micro-geodetic network of the engineering facility. Preparation of geodetic monitoring by using commercial and ope-source softwares in the field of deformation analysis.