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M. Eng. Wood Technology / Holztechnik - Hochschule für Architektur ...

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Master <strong>Wood</strong> <strong>Technology</strong><br />

Module Catalogue / Modulhandbuch<br />

Module MG 02 – Statistics<br />

(compulsory module)<br />

Module coordinator<br />

Modulverantwortlicher<br />

Lecturers/tutors<br />

Referenten<br />

Location / term<br />

Durchführung des Moduls<br />

Credit Points (ECTS) 5<br />

Number of lectures<br />

Anzahl der Vorlesungen<br />

Total workload<br />

Distribution of the hours<br />

Gesamtworkload<br />

Aufteilung der Stunden<br />

Pre-requisites for the module<br />

Modulvoraussetzungen<br />

Learning objectives<br />

Lernziele<br />

Contents<br />

Inhalt<br />

Teaching methods<br />

Lehrmethode<br />

Professor Dr. Ulrich Wellisch<br />

Tel.: +49 (0)8031 805 425<br />

Email: ulrich.wellisch@fh-rosenheim.de<br />

Assistant Lecturer Dr. Haindl<br />

at the University Rosenheim in the winter term<br />

up to max. 30 participants<br />

4 contact hours/week of seminar-type teaching<br />

150 hours, of which<br />

� 60 contact hours<br />

� 90 hours preparation and follow-up work at home, exam preparation<br />

Admittance to the Master Programme of <strong>Wood</strong> <strong>Technology</strong><br />

Identify stochastic statistical aspects in every-day processes and issues,<br />

especially in technical and economic processes and issues.<br />

Gain a broad overview of basic descriptive and explorative methods of<br />

statistical data analysis and the possibilities resp. limits of its application.<br />

Acquire the foundations of probability theory and application of central<br />

inductive statistical methods.<br />

Be able to perform independently data analysis and to apply statistical<br />

methods using current statistics software (R). Knowledge and integration of<br />

the functionalities and features of popular statistics software packages.<br />

Gain the ability to independently acquire stochastic statistical methods, to<br />

evaluate them critically and to implement them in practice using statistics<br />

software.<br />

I. Applied Statistics<br />

� introduction<br />

� descriptive statistics<br />

� univariate analysis<br />

� multivariate analysis<br />

� inductive statistics<br />

� point estimation<br />

� interval estimation<br />

� testing of hypotheses<br />

� linear model<br />

II. Principles of probability calculus<br />

III. Statistics software: Introduction to data analysis with R<br />

IV. Tutorial assignments<br />

� theory and methods<br />

� statistics software (R)<br />

The acquisition of the theoretical subject-matter and the use of the statistics<br />

software R are fostered by appropriate tutorial assignments.<br />

Seite 6

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