Inhalt

### [ 551GRUSESSU14 ] UE Introduction to Inferential Statistics

Versionsauswahl
(*) Unfortunately this information is not available in english.
Workload Education level Study areas Responsible person Hours per week Coordinating university
3 ECTS B1 - Bachelor's programme 1. year Statistics Christine Duller 2 hpw Johannes Kepler University Linz
Detailed information
Pre-requisites (*)keine
Original study plan Bachelor's programme Statistics 2018W
Objectives Students know basic concepts of probability theory and inferential statistics
Subject random experiment, random variable, event, (pairwise) disjunct events, complementary event, Laplace definition of probability, Kolmogorov's axioms, conditional probability, stochastic independent events

discrete distributions: probability and distribution function, graphical representation of discrete distributions,expectation and variance, Bernoulli distribution; discrete uniform, binomial and hypergeometric distribution, approximation of discrete distributions

continuous distributions: density and distribution function and their graphical representation, expectation and variance, uniform and normal distribution, approximations, central limit theorem

sample distribution, representative sample, random sample

estimation: unbiasedness, consistency, point and interval estimation for proportions (Normal approximation) and means

hypothesis testing: basic concepts, tests for proportion (Normal approximation) and means (one sample t-test), Chi-square test for independence

Criteria for evaluation homework and exam
Methods presentation by the instructor

computer work in class

presentation of homework by students and discussion

Language German
Study material C. Duller, Einführung in die Statistik mit Excel und SPSS
Changing subject? No
Corresponding lecture (*)1MSMLU29: UE Einführung in die Methodenlehre II (3 ECTS)
On-site course
Maximum number of participants 40
Assignment procedure Assignment according to priority
MuSSS Linz
Number obligatory dates     0 0 0 0 0 0 0 0 0 0
MuSSS assistance     Verena Bodenhofer Verena Bodenhofer Verena Bodenhofer Verena Bodenhofer Verena Bodenhofer Verena Bodenhofer Verena Bodenhofer Verena Bodenhofer N N N N N N N N N N N N
Number participants (min/max)     - / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40 20 / 40
Course fee     € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00 € 36,00
Online materials and media
Dates
DayDateTimeRoomTopic
Mon26.01.201519:00 - 20:30S2 059
Thu29.01.201519:00 - 20:30HS 10Klausur
Thu29.01.201519:00 - 20:30HS 1Klausur
Thu12.02.201517:15 - 18:45HS 16Nachklausur
Thu12.02.201517:15 - 18:45HS 1Nachklausur
DayDateTimeRoomTopic
Fri26.06.201508:30 - 11:45HS 1Sitzplatznummern
Mon28.09.201518:15 - 20:30HS 1Nachklausur
DayDateTimeRoomTopic
Mon01.02.201618:15 - 19:45HS 1
Mon01.02.201618:15 - 19:45HS 10
Mon01.02.201618:15 - 19:45HS 16
Mon22.02.201617:15 - 18:45HS 2
DayDateTimeRoomTopic
Thu30.06.201619:00 - 20:30HS 1
Thu30.06.201619:00 - 20:30HS 16
Thu29.09.201619:00 - 20:30HS 1Nachklausur
DayDateTimeRoomTopic
Mon30.01.201719:00 - 20:30HS 1
Mon30.01.201719:00 - 20:30HS 16Ergebnisse
Thu16.02.201717:15 - 18:45HS 1Sitzplatznummern
DayDateTimeRoomTopic
Mon29.01.201817:15 - 18:45HS 1Klausur
Mon29.01.201817:15 - 18:45HS 2Klausur
Wed14.02.201817:15 - 18:45HS 1Nachklausur
DayDateTimeRoomTopic
Thu28.06.201815:30 - 17:00HS 1Klausur
Tue11.09.201815:30 - 17:00HS 10Nachklausur
DayDateTimeRoomTopic
Tue29.01.201915:30 - 17:00HS 1Klausur
Mon18.02.201915:30 - 17:00HS 1Klausur
DayDateTimeRoomTopic
Mon24.06.201913:45 - 15:15HS 10Klausur
Wed02.10.201912:00 - 13:30HS 7Nachklausur
DayDateTimeRoomTopic
Tue28.01.202015:30 - 17:00HS 10Klausur
Tue28.01.202015:30 - 17:00HS 15Klausur
Wed12.02.202015:30 - 17:00HS 10Nachklausur
No dates found
DayDateTimeRoomTopic
Fri29.01.202113:45 - 15:15HS 16Klausur
Fri29.01.202113:45 - 15:15HS 2Klausur
Wed10.02.202115:30 - 17:00HS 1Nachklausur
DayDateTimeRoomTopic
Tue29.06.202117:15 - 18:45HS 1Klausur
Fri01.10.202113:45 - 16:15HS 16Nachklausur
DayDateTimeRoomTopic
Thu27.01.202219:00 - 20:30HS 1Klausur
Wed16.02.202215:30 - 17:00HS 1Nachklausur