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Browse IS/STAG (S025)

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Courses found, count: 1

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  Abbreviation unit / Course abbreviation Title Variant
Item shown in detail - course KMA/8VSD5  KMA / 8VSD5 PhD Research Seminar 5 Show course PhD Research Seminar 5 2023/2024

Course info KMA / 8VSD5 : Course description

  • Course description , selected item
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Department/Unit / Abbreviation KMA / 8VSD5 Academic Year 2023/2024
Academic Year 2023/2024
Title PhD Research Seminar 5 Form of course completion Pre-Exam Credit
Form of course completion Pre-Exam Credit
Accredited / Credits Yes, 5 Cred. Type of completion -
Type of completion -
Time requirements seminar 2 [Hours/Week] Course credit prior to examination No
Course credit prior to examination No
Automatic acceptance of credit before examination No
Included in study average NO
Language of instruction Czech, English
Occ/max Status A Status A Status B Status B Status C Status C Automatic acceptance of credit before examination No
Summer semester 0 / 0 0 / 0 0 / 0 Included in study average NO
Winter semester 0 / - 0 / 0 0 / 0 Repeated registration NO
Repeated registration NO
Timetable Yes Semester taught Winter + Summer
Semester taught Winter + Summer
Minimum (B + C) students not determined Optional course Yes
Optional course Yes
Language of instruction Czech, English Internship duration 0
No. of hours of on-premise lessons Evaluation scale S|N
Periodicity every year
Specification periodicity Fundamental theoretical course No
Fundamental course No
Fundamental theoretical course No
Evaluation scale S|N
Substituted course None
Preclusive courses N/A
Prerequisite courses N/A
Informally recommended courses N/A
Courses depending on this Course N/A
Histogram of students' grades over the years: Graphic PNG ,  XLS
Course objectives:
The programme of the seminar is variable, talks are given mainly by guest professors and researchers from Czechia and abroad. The aim is to give the students a broader background in contemporary mathematics and enable a direct contact with active researchers. The seminar will also help the students in preparation of their dissertation thesis.

The guarantors of the course are all guarantors of active seminars held at the Department of Mathematics and the Institute for Research and Application of Fuzzy Modeling.

The student selects after agreement of supervisor one of the active seminars, organized by the Department of Mathematics or the Institute for Research and Application of Fuzzy Modeling, or possibly some seminar on other university, according to the topic of the PhD thesis.

Requirements on student
Active participation in selected seminars. The specific conditions are determined by the supervisor.

Content
The content of the seminar is variable and is given by a current seminar programme.

The student selects after agreement of supervisor one of the active seminars, organized by the Department of Mathematics or the Institute for Research and Application of Fuzzy Modeling, or possibly some seminar on other university, according to the topic of the PhD thesis.

The schedule of seminars for a given semester is published on the website and postered on the departmental board.

Activities
Fields of study


Guarantors and lecturers
  • Guarantors: prof. Ing. Vilém Novák, DrSc. (100%),  doc. RNDr. Jan Šustek, Ph.D. (100%),  doc. Pasha Zusmanovich, PhD. (100%), 
  • Seminar lecturer: prof. Ing. Vilém Novák, DrSc. (100%),  doc. RNDr. Jan Šustek, Ph.D. (100%),  doc. Pasha Zusmanovich, PhD. (100%), 
Literature
  • On-line library catalogues
Time requirements
All forms of study
Activities Time requirements for activity [h]
Self-tutoring 40
Scientific text studying in a foreign language 40
Consultation of work with the teacher/tutor (incl. electronic) 20
Being present in classes 26
Presentation (of works, projects, etc.) 5
Total 131

Prerequisites

Learning outcomes

Assessment methods

Knowledge - knowledge achieved by taking this course are verified by the following means:
Continuous analysis of student´s achievements

Teaching methods

Knowledge - the following training methods are used to achieve the required knowledge:
Dialogic (discussion, dialogue, brainstorming)
Monologic (explanation, lecture, briefing)
Presentation (static projection)
Working with text (coursebook, book)
 

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