# Mathematics M5e

**Summer**

(engl. Mathematics M5e )

<table bgcolor="#7FB3D9" border="1" id="bkmrk-%5Btitle%5D" style="width: 100%; border-collapse: collapse; border-width: 1px; border-style: none;"><colgroup><col style="width: 100%;"></col></colgroup><tbody><tr style="background-color: rgb(235, 243, 249);"><td style="background-color: rgb(245, 217, 221);">##### <span style="color: rgb(209, 63, 88);">**Module-ID: FMA-INF-5013292** </span>

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<table border="1" id="bkmrk-verantwortung%3A-verwe" style="border-collapse: collapse; width: 100%; height: 89.3907px; border-width: 1px; border-style: none;"><colgroup><col style="width: 20.2601%;"></col><col style="width: 79.7399%;"></col></colgroup><tbody><tr><td>**Link:**</td><td>[ **(Angeboten wenn im LSF)**](https://lsf.ovgu.de/qislsf/rds?state=wsearchv&search=1&subdir=veranstaltung&veranstaltung.semester=20261&veranstaltung.dtxt=Mathematik+M5e&P_start=0&P_anzahl=30&P.sort=veranstaltung.dtxt&_form=display "Mathematik M5e")</td></tr><tr style="height: 29.7969px;"><td style="height: 29.7969px;">**Responsibility:**</td><td style="height: 29.7969px;">Prof. Dr. Thomas Kahle </td></tr><tr style="height: 29.7969px;"><td style="height: 29.7969px;">**Lecturer:**</td><td style="height: 29.7969px;">, Prof. Dr. Thomas Kahle </td></tr><tr><td>**Classes:**</td><td>Lecture Mathematics M5e Global tutorial Mathematics M5e Group tutorial Mathematics M5e </td></tr></tbody></table>

<table bgcolor="#7FB3D9" border="1" id="bkmrk-" style="border-collapse: collapse; width: 100%; height: 67.3906px;"><colgroup><col style="width: 16.6467%;"></col><col style="width: 15.3293%;"></col><col style="width: 18.0838%;"></col><col style="width: 16.6467%;"></col><col style="width: 16.6467%;"></col><col style="width: 16.6467%;"></col></colgroup><tbody><tr style="height: 67.3906px;"><td class="align-center" style="border: 5px solid rgb(255, 255, 255); background-color: rgb(232, 136, 152); height: 67.3906px;"><span style="color: rgb(61, 61, 61);">**Credit Points**</span>

<span style="color: rgb(61, 61, 61);">5 </span>

</td><td class="align-center" style="border: 5px solid rgb(255, 255, 255); background-color: rgb(232, 136, 152); height: 67.3906px;"><span style="color: rgb(61, 61, 61);">**Semester**</span>

<span style="color: rgb(61, 61, 61);">Summer </span>

</td><td class="align-center" style="border: 5px solid rgb(255, 255, 255); background-color: rgb(232, 136, 152); height: 67.3906px;"><span style="color: rgb(61, 61, 61);">**Term**</span>

<span style="color: #3d3d3d;">3. 

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</td><td class="align-center" style="border: 5px solid rgb(255, 255, 255); background-color: rgb(232, 136, 152); height: 67.3906px;">**<span style="color: rgb(61, 61, 61);">Duration</span>**

<span style="color: rgb(61, 61, 61);">1 Semester </span>

</td><td class="align-center" style="border: 5px solid rgb(255, 255, 255); background-color: rgb(232, 136, 152); height: 67.3906px;"><span style="color: rgb(61, 61, 61);">**Language**</span>

<span style="color: rgb(61, 61, 61);">english </span>

</td><td class="align-center" style="border: 5px solid rgb(255, 255, 255); background-color: rgb(232, 136, 152); height: 67.3906px;"><span style="color: rgb(61, 61, 61);">**Level**</span>

<span style="color: rgb(61, 61, 61);">Bachelor </span>

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**Goals and qualifications:** The students acquire comprehension of and familiarity with concepts and methods that  
are relevant for subject-specific classes in computer science. They develop technical skills by applying those methods, in particular to subject-specific examples. The topical focus of the module is on discrete and algebraic structures, and algorithmic aspects.

**Content:**

- Algebraic structures
- Combinatorics, graphs
- Foundations of Optimization
- Numerical solving
- Geometric methods

**Workload:**

<table id="bkmrk-in-class-self-study-"><thead><tr><th></th><th>In class</th><th>self-study</th></tr></thead><tbody><tr><td>Lecture</td><td>3 SWS / 42 h</td><td>66 h</td></tr><tr><td>Global tutorial</td><td>2 SWS / 28 h</td><td></td></tr><tr><td>Group tutorial</td><td>1 SWS / 14 h</td><td></td></tr></tbody></table>

  
<table border="1" id="bkmrk-studien-%2Fpr%C3%BCfungslei" style="border-collapse: collapse; width: 100%;"><colgroup><col style="width: 32.3004%;"></col><col style="width: 33.4927%;"></col><col style="width: 34.207%;"></col></colgroup><tbody><tr><td>**Prerequisites for participation:**</td><td>**Pre-examination requirements:**</td><td>**Type of examination:**</td></tr><tr><td class="align-left" style="vertical-align: top;"></td><td class="align-left" style="vertical-align: top;"></td><td style="vertical-align: top;"></td></tr></tbody></table>

<table border="1" id="bkmrk-verwendbarkeit-fma%3A-" style="border-collapse: collapse; width: 100%; height: 89.3907px; border-width: 1px; border-style: none;"><colgroup><col style="width: 27.2899%;"></col><col style="width: 72.7101%;"></col></colgroup><tbody><tr style="height: 29.7969px;"><td style="height: 29.7969px;">**Applicability in curriculum:**</td><td style="height: 29.7969px;">- B.Sc. INF: Mathematik / Theoretische Informatik  
- B.Sc. INF: Mathematik (SPO 2027)  
- B.Sc. CV: Mathematik / Theoretische Informatik  
- B.Sc. CV: Mathematik (SPO 2027)  
- B.Sc. INGINF: Mathematik / Theoretische Informatik  
- B.Sc. INGINF: Mathematik (SPO 2027)  
- B.Sc. WIF: Verstehen - Pflicht  
- B.Sc. WIF: Mathematik (SPO 2027)  
- B.Sc. INF (bilingual): Mathematik / Theoretische Informatik  
- B.Sc. INF (bilingual): Mathematik (SPO 2027)  
  
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