Course

MA2 - Mathematics 2


PDF Course Catalog Deutsche Version: MA2

Version: 2 | Last Change: 05.04.2022 20:19 | Draft: 0 | Status: vom verantwortlichen Dozent freigegeben

Long name Mathematics 2
Approving CModule MA2_BaTIN
Responsible
Prof. Dr. Heiko Knospe
Professor Fakultät IME
Level Bachelor
Semester in the year summer semester
Duration Semester
Hours in self-study 156
ECTS 10
Professors
Prof. Dr. Heiko Knospe
Professor Fakultät IME

Prof. Dr. Hubert Randerath
Professor Fakultät IME

Prof. Dr. Beate Rhein
Professor Fakultät IME

Prof. Dr. Holger Weigand
Professor Fakultät IME
Requirements -
Language German
Separate final exam Yes
Literature
P. Hartmann, Mathematik für Informatiker, vieweg Verlag
T. Westermann, Mathematik für Ingenieure, Springer Verlag
T. Rießinger, Mathematik für Ingenieure, Springer Verlag
W. Schäfer, G. Trippler, G. Engeln-Müllges (Hrg.), Kompaktkurs Ingenieurmathematik, Fachbuchverlag Leipzig
L. Papula, Mathematik für Ingenieure und Naturwissenschaftler, Band 1 und 2, Vieweg+Teubner Verlag
G. Strang, Lineare Algebra, Springer Verlag
G. Fischer, Lineare Algebra, Springer Verlag
D. C. Lay, Linear Algebra and its Applications, Addison Wesley Verlag
C. Blatter, Analysis 1 und Analysis 2, Springer Verlag
W. Walter, Analysis 1 und Analysis 2, Springer Verlag
O. Forster, Analysis 1 und Analysis 2, Springer Verlag
Final exam
Details
Written Exam
Minimum standard
Passing the exam
Exam Type
Written Exam

Learning goals

Knowledge
-
-
-
-
Expenditure classroom teaching
Type Attendance (h/Wk.)
Lecture 5
Exercises (whole course) 0
Exercises (shared course) 3
Tutorial (voluntary) 2
Special literature
keine/none
Special requirements
Mathematics 1
Accompanying material
-
-
-
Separate exam
Exam Type
solving exercises within limited functional / methodical scope
Details
-
Minimum standard
-

Learning goals

Knowledge
-
Expenditure classroom teaching
Type Attendance (h/Wk.)
Exercises (whole course) 0
Exercises (shared course) 0
Practical training 0
Tutorial (voluntary) 0
Special literature
keine/none
Special requirements
none
Accompanying material
-
Separate exam
Exam Type
solving exercises within limited functional / methodical scope
Details
-
Minimum standard
-

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