After successful completion of the course, students are able to solve the problems occurring in the description of the corresponding lecture (including self-assessment concerning the correctness of the produced solutions), which include:
polynomial interpolation, approximative calculation of roots, approximative solution of ordinary differential equations, vector and matrix caluculus, systems of linear equations, inverse matrices, determinants, matrix representations, change of basis, eigenvalues and eigenvectors, diagonalization, partial and total derivatives, determining scalar potentials, Jacobian, chain rule, implicit differentiation, dirctional derivative, higher order derivative, Taylor expansion, local / global extremal values (with and without side conditions), domain integrals, line integrals, lengths and areas.
Please do not miss the introductory meeting ("Vorbesprechung")!
Registration for the exercise sessions: after the introductory meeting via TISS.
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Exercise problems will be made available via TUWEL. Solved problems have to be announced (and uploaded) in TUWEL until 9:55 p.m. on the day before the respective exercise session.
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Please register only for the exercises if you actually wish to join the course, actively participate and obtain a grade at the end.
continuous assessment of presented solutions (direct feedback), which have to be prepared in advance
minimum requirements are preparation of at least 60% of all exercise problems and a positive assessment (on average) of the oral presentations
D. Dorninger & H. Kaiser: "Mathematische Grundlagen für Chemiker I". Prugg Verlag. ISBN 3-85385-003-0.
D. Dorninger, G. Eigenthaler & H. Kaiser: "Mathematische Grundlagen für Chemiker II". Prugg Verlag. ISBN 3-85385-045-6.
D. Dorninger, G. Eigenthaler & G. Hasibeder: "Mathematische Grundlagen für Chemiker III - Aufgabensammlung". Prugg Verlag. ISBN 3-85238-045-6.
Diese Bücher sind als E-Books in der TU Studienbibliothek verfügbar.
Knowledge from the lecture and the exercise sessions "Mathematics for Chemists I", held in the previous semester, as well as from the lecture "Mathematics for Chemists II", given in the same semester, is required.
