After successful completion of the course, students are able to...

• deal with linear mappings   
• capture the eigenvalue problem   
• main axis transformations   
• understand differential calculus in an higher-dimensional space and apply it to appropriate functions   
• solve some types of linear and nonlinear differential equations   
• calculate transformations of differential expressions   
• understand higher-dimensional integral calculus and apply it to corresponding functions

Examples complementing the main course

Exercise sheets with tasks to be solved are provided weekly on TUWEL / TISS and prepared by the students for the corresponding training sessions, ticked before the exercise (Wednesday 12.00) and by chance presented on the board. At the end of each exercise unit there will be a written test of about 10 minutes, where one of the exercise examples (with modified numbers) should be calculated. The 10 best results from all these short tests count towards the exercise grade.

The exercises start Wednesday March 6th, 2024

Examination-immanent course (permanent examination character), compulsory attendance, there is short test in each exercise

The grade consists of the number of examples crossed (at least 60%), the blackboard  performances and  10 best written test.

Mathematics of Geodesy 1