|
subject |
Vector Calculus in
Meteorology
|
|
lecturers |
Dr. Havasi Ágnes, assistant lecturer |
|
credits |
2+1=3 |
|
period |
4 |
|
curriculum |
Abstract vector spaces. Linear mappings, and their representation with matrices. Special
matrices (orthogonal, normal, nilpotent, positive and negative definite),
matrix functions. Eigenvectors, eigenvalues,
spectral decomposition, Jordan-form. Scalar product, Euclidean spaces, the
Cauchy-Schwarz-Bunyakovsky inequality. Surface
integrals, integral theorems. |
|
literature |
G. Strang: Introduction to
linear algebra, Wellesley-Cambridge Press, 1998. H.F. Davis, A.D. Snider: Introduction to vector
analysis, Wm.C. Brown
Publishers, 1991. |
|
form
of tuition |
lectures, practical exercises |
|
mode
of assessment |
written exam, reporting |