Undergraduate study programme

Ak.g.2014./2015.2015./2016.2016./2017.2017./2018.

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Information Theory PRK401

ECTS 5.5 | P 45 | A 15 | L 15 | K 0 | ISVU 41080

Course groups

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Course lecturers

KRIŽANOVIĆ VIŠNJA, Associate
LIŠNJIĆ ANĐELKO, Associate
ŽAGAR DRAGO, Lecturer
MANDRIĆ-RADIVOJEVIĆ VANJA, Associate
JOVIĆ FRANJO, Associate

Course description

Nature of the information. Information sources and users. Events and information. Information layers: stochastic, syntax, semantic, pragmatic, apobetic. Information redundancy. Entropy. Entropy on the information channel. Codes. Markov chains. Syntactic aspect of the information: rules and syntax forms. Semantic parameters: actuality, existence, reachability, relevance and importance. Measurement of the semantic information aspect: SIT. Natural languages. Bioinformatics. Signal and information: BT. Analytic and asymptotic signals. Noise and information channel coding: Shannon’s theorem. Bayes’ postulate and theorem. Optimum code. Coding time. Complex data processing: selection, filtering, classification and presentation. Qualitative and quantitative information aspects. Železnikar’s theses. Information agents: independent, team and social. Information agent construction. Web agents

Knowledge and skills acquired

Determination of the source information. Coding and information transmission. Information source evaluation. Information processing. Construction of information agents.

Teaching methods

Lectures and laboratory practice are mandatory.

Student assessment

Test examples from problem solving, oral examination.

Obligatory literature

1. V. Sinković, Informacija, simbolika i semantika, Školska knjiga, 1997., Zagreb

2. "Gray, Robert M. .Entropy and Information Theory, Information Systems Laboratory Electrical Engineering Department Stanford University.New York, Springer-Verlag, 2013. "

3. Ž. Pauše, Uvod u teoriju informacije, Školska knjiga, Zagreb, 1989.

Pretraži literaturu

Recommended additional literature

1. I. S. Pandžić i dr., Uvod u teoriju informacije i kodiranje, Element , Zagreb, 2007.

2. F. Jović, Teorija informacije - skripta, moodle.etfos.unios.hr, 2011.

3. V. Matković i V. Sinković, Teorija informacije, Školska knjiga Zagreb, 1984.

4. F. Jović, Teorija informacije - skripta, moodle.etfos.unios.hr, 2011.

5. V. Matković i V. Sinković, Teorija informacije, Školska knjiga Zagreb, 1984.

ECTS credits

An ECTS credit value has been added according to calculation of time required for studying and successful course completion.

Examination methods

Test and oral examination.

Course assessment

Students will be asked to participate in the evaluation of the course acceptance during and at the end of the course. Lecturers that consider this course mandatory are also invited to give their assessment.

Overview of course assesment

Learning outcomes
Upon successful completion of the course, students will be able to:

1. Definirati osnovne pojmove iz područja teorije informacije

2. Opisati osnovne elemente komunikacijskog sustava

3. Primijeniti teorijske osnove u rješavanju zadataka

4. Koristiti se softverskim alatom u izradi i simulaciji osnovnih elemenata informacijskog sustava

5. Objasniti osnovne pojmove i primjenu postupaka na odgovarajućim primjerima

6. Predložiti dizajn informacijskog sustava za jednostavan problem

7. Usporediti jednostavne informacijske sustave



Learning outcomes available only as desktop version    Export to Excel

Prvo unesite postotak evidencije nazočnosti!

Student's activity Workload ECTS (Workload/30) Learning outcomes
Upon successful completion of the course, students will be able to:
Teaching
method
Assessment method Points
Attendance
Lectures, Auditory exercises, Laboratory exercises

ECTS
Lectures, Auditory exercises, Laboratory exercises Attendance register. Mandatory attendance percentage is:
%

This percentage defines the minimum workload for the activity. The maximum is defined by the study programme.
Min

Max

Oral exam Workload
ECTS

Oral exam Assessment of student's answers Min

Max

Σ Activities Σ Workload
0
Σ ECTS
0
Σ Max
0